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Mathematics MCQs

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1301

252 can be expressed as a product of primes as__________?

Option A: 2 * 2 * 3 * 3 * 7

Option B: 2 * 2 * 2 * 3 * 7

Option C: 3 * 3 * 3 * 3 * 7

Option D: 2 * 3 * 3 * 3 * 7

Correct Answer: 2 * 2 * 3 * 3 * 7 ✔


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1302

A drink vendor has 80 liters of Maaza, 144 liters of Pepsi and 368 liters of Sprite. He wants to pack them in cans, so that each can contains the same number of liters of a drink, and doesn’t want to mix any two drinks in a can. What is the least number of cans required?

Option A: 35

Option B: 37

Option C: 42

Option D: 30

Correct Answer: 37 ✔


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1303

A room is 6 meters 24 centimeters in length and 4 meters 32 centimeters in width. Find the least number of square tiles of equal size required to cover the entire floor of the room?

Option A: 110

Option B: 124

Option C: 96

Option D: 117

Correct Answer: 117 ✔


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1304

Find the greatest number that, while dividing 47, 215 and 365, gives the same remainder in each case?

Option A: 3

Option B: 4

Option C: 5

Option D: 6

Correct Answer: 5 ✔


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1305

Find the greatest number which, while dividing 19, 83 and 67, gives a remainder of 3 in each case?

Option A: 16

Option B: 17

Option C: 18

Option D: 19

Correct Answer: 16 ✔


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1306

Find the greatest number that exactly divides 35, 91 and 840?

Option A: 5

Option B: 6

Option C: 7

Option D: 8

Correct Answer: 7 ✔


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1307

Find the lowest 4-digit number which when divided by 3, 4 or 5 leaves a remainder of 2 in each case?

Option A: 1020

Option B: 1026

Option C: 1030

Option D: 1022

Correct Answer: 1022 ✔


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1308

Find the greatest 4-digit number exactly divisible by 3, 4 and 5?

Option A: 9985

Option B: 9960

Option C: 9957

Option D: 9975

Correct Answer: 9960 ✔


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1309

Find the smallest number which when increased by 5, divisible by 6, 9, 15, 20 and 24?

Option A: 344

Option B: 355

Option C: 366

Option D: 377

Correct Answer: 355 ✔


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1310

A gardener was asked a plant flowers in a row containing equal number of plants. He tried to plant 6, 8, 10 and 12 in each row, but 5 plants left in each case. When he planted 13 in a row, no plant was left. Find the number of plants with him?

Option A: 245

Option B: 125

Option C: 485

Option D: 845

Correct Answer: 845 ✔


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1311

If the volume and surface area of a sphere is numerically the same then it’s radius is_________?

Option A: 1 unit

Option B: 2 units

Option C: 3 units

Option D: 4 units

Correct Answer: 3 units ✔


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1312

A right cylinder and a right circular cone have the same radius and the same volume. The ratio of the height of the cylinder to that of the cone is_________?

Option A: 3: 5

Option B: 2: 5

Option C: 3: 1

Option D: 1: 3

Correct Answer: 1: 3 ✔


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1313

The radius of a circular cylinder is the same as that of a sphere. Their volumes are equal. The height of the cylinder is________?

Option A: 4/3 times its radius

Option B: 2/3 times its radius

Option C: Equal to it’s radius

Option D: Equal to it’s diameter

Correct Answer: 4/3 times its radius ✔


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1314

The number of solid spheres each of diameter 6 cm, that could be moulded to form a solid metal cylinder of height 45 cm and diameter 4 cm is?

Option A: 3

Option B: 4

Option C: 5

Option D: 6

Correct Answer: 5 ✔


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1315

The length of the wire of 0.2mm radius that can be drawn after melting a solid copper sphere of diameter 18cm?

Option A: 24.3 m

Option B: 243 m

Option C: 2430 m

Option D: 24300 m

Correct Answer: 24300 m ✔


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1316

The radius of a wire is decreased to one –third if volume remains the same length will increase

Option A: 1 Time

Option B: 3 times

Option C: 6 times

Option D: 9 times

Correct Answer: 9 times ✔


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1317

If the volumes of two cubes are in the ratio 8: 1, the ratio of their edges is_________?

Option A: 8: 1

Option B: 2√2 : 1

Option C: 2 : 1

Option D: None of these

Correct Answer: 2 : 1 ✔


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1318

A metal sheet 27 cm long 8cm broad and 1 cm thick is melted into a cube. The difference between the surface areas of two solids is__________?

Option A: 284 cm2

Option B: 286 cm2

Option C: 296 cm2

Option D: 300 cm2

Correct Answer: B. 286 cm2 ✔


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1319

A wooden box of dimensions 8m x 7m x 6m is to carry rectangular boxes of dimensions 8cm x 7cm x 6cm. The maximum number of boxes that can be carried in 1 wooden box is?

Option A: 1200000

Option B: 1000000

Option C: 9800000

Option D: 7500000

Correct Answer: 1000000 ✔


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1320

If the length, breadth and the height of a cuboid are in the ratio 6: 5: 4 and if the total surface area is 33300 cm2, then length breadth and height in cms, are respectively?

Option A: 90, 85, 60

Option B: 85, 75, 60

Option C: 90, 75, 70

Option D: 90, 75,60

Correct Answer: 90, 75,60 ✔


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1321

The surface area of a cube is 726m2, its volume is?

Option A: 1300 m3

Option B: 1331 m3

Option C: 1452 m3

Option D: 1542 m3

Correct Answer: B. 1331 m3 ✔


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1322

The height of two right circular cones are in the ratio 1:2 and their perimeters of their bases are in the ratio 3:4, the ratio of their volume is_________?

Option A: 3:8

Option B: 9:16

Option C: 9:32

Option D: 9:64

Correct Answer: 9:32 ✔


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1323

Surface area of two spheres are in the ratio 1:4 what is the ratio of their volumes?

Option A: 1:64

Option B: 1:8

Option C: 1:4

Option D: 8:1

Correct Answer: 1:8 ✔


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1324

The diameters of two spheres are in the ratio 1:2 what is the ratio of their volumes?

Option A: 3:4

Option B: 9:16

Option C: 1:8

Option D: 4:3

Correct Answer: 1:8 ✔


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1325

The diameters of two spheres are in the ratio 1:2 what is the ratio of their surface area?

Option A: 1:2

Option B: 1:4

Option C: 2:1

Option D: 4:1

Correct Answer: 1:4 ✔


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1326

The sides of a cube are in the ratio 1:2 the ratio of their volume is__________?

Option A: 1:2

Option B: 1:4

Option C: 1:8

Option D: 2:1

Correct Answer: 1:8 ✔


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1327

A rectangular field 30 m long and 20 m broad. How much deep it should be dug so that from the earth taken out, a platform can be formed which is 8 m long, 5.5 m broad and 1.5 m high where as the earth taken out is increase by 10/5?

Option A: 12 cm

Option B: 10 cm

Option C: 18 cm

Option D: 24 cm

Correct Answer: 10 cm ✔


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1328

Calculate the number of bricks, each measuring 25 cm * 15 cm * 8 cm required to construct a wall of dimensions 10 m * 4 m * 5 m when 10% of its volume is occupied by mortar?

Option A: 4000

Option B: 5000

Option C: 6000

Option D: 7000

Correct Answer: 6000 ✔


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1329

If in a box of dimensions 6 m * 5 m * 4 m smaller boxes of dimensions 60 cm * 50 cm * 40 cm are kept in it, then what will be the maximum number of the small boxes that can be kept in it?

Option A: 500

Option B: 1000

Option C: 900

Option D: 600

Correct Answer: 1000 ✔


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1330

A brick measures 20 cm * 10 cm * 7.5 cm how many bricks will be required for a wall 25 m * 2 m * 0.75 m?

Option A: 24000

Option B: 23000

Option C: 22000

Option D: 25000

Correct Answer: 25000 ✔


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1331

In digging a pond 20 m * 10 m * 5 m the volumes of the soil extracted will be_________?

Option A: 100 cu.m

Option B: 1000 cu.m

Option C: 10000 cu.m

Option D: 2000 cu.m

Correct Answer: 1000 cu.m ✔


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1332

If the height of a cone is increased by 100% then its volume is increased by_________?

Option A: 100%

Option B: 200%

Option C: 300%

Option D: 400%

Correct Answer: 100% ✔


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1333

A cylinder and a cone have a same height and same radius of the base. The ratio between the volumes of the cylinder and cone is__________?

Option A: 1:3

Option B: 3:1

Option C: 1:2

Option D: 2:1

Correct Answer: 3:1 ✔


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1334

The length of the longest rod that can fit in a cubical room of 4 m side is?

Option A: 8.66 m

Option B: 5.196 m

Option C: 6.928 m

Option D: 7.264 m

Correct Answer: 6.928 m ✔


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1335

The area of the cardboard(in cm2) needed to make a box of size 25 cm * 15 cm * 8 cm will be__________?

Option A: 1390 cm2

Option B: 695 cm2

Option C: 1280 cm2

Option D: 1220 cm2

Correct Answer: A. 1390 cm2 ✔


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1336

A tank 3 m long, 2 m wide and 1.5 m deep is dug in a field 20 m long and 14 m wide. If the earth dug out is evenly spread out over the field, the level of the field will raise by nearly?

Option A: 0.299 cm

Option B: 0.29 cm

Option C: 2.98 cm

Option D: 4.15 cm

Correct Answer: 2.98 cm ✔


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1337

A river 2m deep and 45 m wide is flowing at the rate of 3 kmph the amount of water that runs into the sea per minute is?

Option A: 4500 M3

Option B: 27000 M3

Option C: 3000 M3

Option D: 2700 M3

Correct Answer: A. 4500 M3 ✔


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1338

The dimensions of an open box are 52, 40 and 29 cms. Its thickness is 2 cms. If 1 cm3 of metal used in the box weighs 0.5 gms, the weight of the box is________?

Option A: 8.56 kg

Option B: 7.76 kg

Option C: 7.756 kg

Option D: 6.832 kg

Correct Answer: 6.832 kg ✔


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1339

The ratio of the volumes of a cube to that of the sphere which will fit inside the cube is________?

Option A: 4:3

Option B: 4:2

Option C: 4:4

Option D: 6: π

Correct Answer: 6: π ✔


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1340

A room is 15m long, 4m broad and 3m height. Find the cost of white washing its four walls at 50p per m2 ?

Option A: Rs.60

Option B: Rs.57

Option C: Rs.55

Option D: Rs.52

Correct Answer: Rs.57 ✔


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1341

How many meters of carpet 50cm, wide will be required to cover the floor of a room 30m * 20m?

Option A: 1000

Option B: 600

Option C: 2400

Option D: 1200

Correct Answer: 1200 ✔


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1342

A rectangular courtyard, the sides of which are in the ratio of 4:3, cost Rs.600 for paving at 50 p per m2; find the length of the diagonal of the courtyard?

Option A: 25 m

Option B: 35 m

Option C: 45 m

Option D: 50 m

Correct Answer: 50 m ✔


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1343

If the sides of a cube are in the ratio 4:3. What is the ratio of their diagonals?

Option A: 4:3

Option B: 16:9

Option C: 64:27

Option D: 3:4

Correct Answer: 4:3 ✔


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1344

Three cubes of metal whose edges are 9, 12 and 15 cm respectively, are melted and one new cube is made. Find the edge of the new cube?

Option A: 21 cm

Option B: 19 cm

Option C: 32 cm

Option D: 18 cm

Correct Answer: 18 cm ✔


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1345

The ratio between the radii of two spheres is 1:3. Find the ratio between their volumes?

Option A: 27:1

Option B: 1:27

Option C: 1:9

Option D: 9:1

Correct Answer: 1:27 ✔


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1346

How many shots of 1cm radius can be prepared from a sphere of 3cm radius?

Option A: 36

Option B: 64

Option C: 27

Option D: 16

Correct Answer: 27 ✔


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1347

Find the ratio between whole surfaces of a sphere and a hemisphere?

Option A: 3:4

Option B: 4:3

Option C: 3:1

Option D: 1:3

Correct Answer: 4:3 ✔


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1348

The curved surface of a sphere is 64 π cm2. Find its radius?

Option A: 1 cm

Option B: 2 cm

Option C: 4 cm

Option D: 3 cm

Correct Answer: 4 cm ✔


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1349

The slant height of a cone is 12 cm and radius of the base is 4cm, find the curved surface of the cone.

Option A: 74 π cm2

Option B: 36 π cm2

Option C: 48 π cm2

Option D: 24 π cm2

Correct Answer: C. 48 π cm2 ✔


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1350

The area of a base of a cone is 30 cm2. If the height of the cone is 6cm, find its volume?

Option A: 120 cm3

Option B: 40 cm3

Option C: 50 cm3

Option D: 60 cm3

Correct Answer: D. 60 cm3 ✔


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1351

The radius of the base of cone is 3 cm and height is 4 cm. Find the volume of the cone?

Option A: 12 π cm3

Option B: 6 π cm3

Option C: 8 π cm3

Option D: 10 π cm3

Correct Answer: A. 12 π cm3 ✔


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1352

Find the ratio of the curved surfaces of two cylinders of same heights if their radii are in the ratio 1:2.

Option A: 1:2

Option B: 2:1

Option C: 1:4

Option D: 4:1

Correct Answer: 1:2 ✔


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1353

Two cylinders are of the same height. Their radii are in the ratio 1: 3. If the volume of the first cylinder is 40 cc. Find the volume of the second cylinder?

Option A: 360 cc

Option B: 60 cc

Option C: 300 cc

Option D: 36 cc

Correct Answer: 360 cc ✔


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1354

Find the expenditure on digging a well 14m deep and of 3m diameter at Rs.15 per cubic meter?

Option A: Rs.1185

Option B: Rs.1285

Option C: Rs.1385

Option D: Rs.1485

Correct Answer: Rs.1485 ✔


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1355

The radius of a cylindrical vessel is 7cm and height is 3cm. Find the whole surface of the cylinder?

Option A: 308 sq cm

Option B: 220 sq cm

Option C: 440 sq cm

Option D: 132 sq cm

Correct Answer: 440 sq cm ✔


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1356

The diameter of a cylindrical tin is 6cm and height is 5 cm. Find the volume of the cylinder?

Option A: 30 π cc

Option B: 45 π cc

Option C: 150 π cc

Option D: 180 π cc

Correct Answer: 45 π cc ✔


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1357

The radius of a cylinder is 2 r units and height is 3 r units. Find the curved surface?

Option A: 18 πr2 sq units

Option B: 3 πr2 sq units

Option C: 12 πr2 sq units

Option D: 6 πr2 sq units

Correct Answer: C. 12 πr2 sq units ✔


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1358

The spherical ball of lead 3 cm in diameter is melted and recast into 3 spherical balls. The diameters of two of these are 1 ½ cm and 2 cm respectively. The diameter of third ball is?

Option A: 2.66 cm

Option B: 2.5 cm

Option C: 3 cm

Option D: 3.5 cm

Correct Answer: 2.5 cm ✔


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1359

If a solid sphere of radius 10 cms is moulded into 8 spherical solid balls of equal radius, then surface area of each ball (in cm2) is________?

Option A: 100π

Option B: 7π

Option C: 60π

Option D: 50π

Correct Answer: 100π ✔


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1360

The areas of the two spheres are in the ratio 1: 4. The ratio of their volume is?

Option A: 1:4

Option B: 1:16

Option C: 1:8

Option D: 1:64

Correct Answer: 1:8 ✔


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1361

The volumes of two cubes are in the ratio 27: 125, what shall be the ratio of their surface areas?

Option A: 6:25

Option B: 3:5

Option C: 9:25

Option D: 16:25

Correct Answer: 9:25 ✔


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1362

What is the length of the longest pole which can be kept in a room 12 m long, 4 m broad and 3 m high?

Option A: 10 cm

Option B: 12 cm

Option C: 15 cm

Option D: 13 cm

Correct Answer: 13 cm ✔


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1363

Find the length of the wire required to go 15 times round a square field containing 69696 m2.

Option A: 15840 m

Option B: 16840 m

Option C: 15820 m

Option D: 15640 m

Correct Answer: 15840 m ✔


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1364

The edges of three iron cubes are 6cm; 8cm; 10cm respectively. A new cube was made by melting them. Find the edge of the new cube?

Option A: 8 cm

Option B: 12 cm

Option C: 14 cm

Option D: 10 cm

Correct Answer: 12 cm ✔


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1365

The area of the floor of a room is 20 m2 that of a longer wall 15 m2 and of the shorter wall 12 m2, find the edge of the new cube?

Option A: 450 m3

Option B: 100 m2

Option C: 60 m3

Option D: 400 m3

Correct Answer: C. 60 m3 ✔


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1366

If the sides of two cubes are in the ratio 3: 1 the ratio of their total surface area is?

Option A: 3:1

Option B: 8:1

Option C: 9:1

Option D: 12:1

Correct Answer: 9:1 ✔


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1367

The edges of a cuboid are respectively 3cm, 4cm and 12 cm. Find the length of the diagonal of cuboid.

Option A: 5 cm

Option B: 19 cm

Option C: 13 cm

Option D: 144 cm

Correct Answer: 13 cm ✔


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1368

The edges of a cuboid are 4 cm, 5 cm and 6 cm. Find the volume of the cuboid?

Option A: 120 cm3

Option B: 120 cm2

Option C: 148 cm2

Option D: 15 cm3

Correct Answer: B. 120 cm2 ✔


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1369

The edges of cuboid are 4 cm; 5 cm and 6 cm. Find its surface area?

Option A: 120 cm2

Option B: 148 cm2

Option C: 74 cm2

Option D: 15 cm2

Correct Answer: B. 148 cm2 ✔


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1370

The edge of three cubes of metal is 3 dm, 4 dm and 5 dm. They are melted and formed into a single cube. Find the edge of the new cube?

Option A: 3 dm

Option B: 4 dm

Option C: 5 dm

Option D: 6 dm

Correct Answer: 6 dm ✔


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1371

How many cubes of edge 2 dm can be cut out of a meter cube?

Option A: 50

Option B: 64

Option C: 216

Option D: 125

Correct Answer: 125 ✔


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1372

The volume of a cube is 1728 cc. Find its surface.

Option A: 864 cm2

Option B: 648 cm2

Option C: 486 cm2

Option D: 468 cm2

Correct Answer: A. 864 cm2 ✔


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1373

The surface of a cube is 24sq cm. Find its volume?

Option A: 8 cc

Option B: 16 cc

Option C: 32 cc

Option D: 64 cc

Correct Answer: 8 cc ✔


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1374

The edge of a cube is 2a cm. Find its surface?

Option A: 6a2 cm2

Option B: 8a2 cm2

Option C: 12a2 cm2

Option D: 24a2 cm2

Correct Answer: D. 24a2 cm2 ✔


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1375

A solid consists of a circular cylinder with an exact fitting right circular cone placed on the top. The height of the cone is h. If the total volume of the solid is three times the volume of the cone then the height of the cylinder is________?

Option A: 2h

Option B: 4h

Option C: 2h/3

Option D: 3h/2

Correct Answer: 2h ✔


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1376

If the radius of the sphere is doubled then it’s volume is increased by?

Option A: 100 %

Option B: 200 %

Option C: 700 %

Option D: 800 %

Correct Answer: 700 % ✔


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1377

The curved surface area of a cylindrical pillar is 264 m2 and its volume is 924 m3. Find the ratio of its diameter to its height.

Option A: 3 : 7

Option B: 7 : 3

Option C: 6 : 7

Option D: 7 : 6

Correct Answer: 7 : 3 ✔


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1378

A cistern of capacity 8000 litres measures externally 3.3 m by 2.6 m by 1.1 m and its walls are 5 cm thick. The thickness of the bottom is__________?

Option A: 90 cm

Option B: 1 dm

Option C: 1 m

Option D: 1.1 cm

Correct Answer: 1 dm ✔


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1379

What is the total surface area of a right circular cone of height 14 cm and base radius 7 cm?

Option A: 344.35 cm2

Option B: 344.35 cm2

Option C: 344.35 cm2

Option D: None of these

Correct Answer: 344.35 cm2 ✔


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1380

A large cube is formed from the material obtained by melting three smaller cubes of 3, 4 and 5 cm side. What is the ratio of the total surface areas of the smaller cubes and the large cube?

Option A: 2 : 1

Option B: 3 : 2

Option C: 25 : 18

Option D: 27 : 20

Correct Answer: 25 : 18 ✔


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1381

Surface area of a sphere is 2464 cm2. If its radius is doubled, then the surface area of _________?the new sphere will be

Option A: 4920 cm2

Option B: 4727 cm2

Option C: 9856 cm2

Option D: 19712 cm2

Correct Answer: 9856 cm2 ✔


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1382

In a drawer there are 4 white socks, 3 blue socks and 5 grey socks. Two socks are picked randomly. What is the possibility that both the socks are of same color?

Option A: 4/11

Option B: 1

Option C: 2/33

Option D: 19/66

Correct Answer: 1 ✔


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1383

What is probability of drawing two clubs from a well shuffled pack of 52 cards?

Option A: 13/51

Option B: 1/17

Option C: 1/26

Option D: 13/17

Correct Answer: 1/17 ✔


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1384

What are the chances that no two boys are sitting together for a photograph if there are 5 girls and 2 boys?

Option A: 1/21

Option B: 4/7

Option C: 2/7

Option D: 5/7

Correct Answer: 5/7 ✔


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1385

A card is drawn from a pack of 52 cards. The probability of getting a queen of club or a king of heart is__________?

Option A: 1/13

Option B: 2/13

Option C: 1/26

Option D: 1/52

Correct Answer: 1/26 ✔


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1386

From a pack of cards two cards are drawn one after the other, with replacement. The probability that the first is a red card and the second is a king is_________?

Option A: 1/26

Option B: 3/52

Option C: 15/26

Option D: 11/26

Correct Answer: 1/26 ✔


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1387

Out of 10 persons working on a project, 4 are graduates. If 3 are selected, what is the probability that there is at least one graduate among them?

Option A: 1/6

Option B: 5/8

Option C: 3/8

Option D: 5/6

Correct Answer: 5/6 ✔


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1388

The probability that A speaks truth is 3/5 and that of B speaking truth is 4/7. What is the probability that they agree in stating the same fact?

Option A: 18/35

Option B: 12/35

Option C: 17/35

Option D: 19/35

Correct Answer: 18/35 ✔


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1389

In a party there are 5 couples. Out of them 5 people are chosen at random. Find the probability that there are at the least two couples?

Option A: 5/21

Option B: 5/14

Option C: 9/14

Option D: 16/21

Correct Answer: 5/21 ✔


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1390

The probability of a lottery ticket being a prized ticket is 0.2. When 4 tickets are purchased, the probability of winning a prize on at least one ticket is__________?

Option A: 0.4869

Option B: 0.5904

Option C: 0.6234

Option D: 0.5834

Correct Answer: 0.5904 ✔


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1391

10 books are placed at random in a shelf. The probability that a pair of books will always be together is_________?

Option A: 1/10

Option B: 9/10

Option C: 1/5

Option D: 3/10

Correct Answer: 1/5 ✔


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1392

What is the probability that a leap year has 53 Sundays and 52 Mondays?

Option A: 0

Option B: 1/7

Option C: 2/7

Option D: 5/7

Correct Answer: 1/7 ✔


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1393

Out of 15 consecutive numbers, 2 are chosen at random. The probability that they are both odds or both primes is_________?

Option A: 10/17

Option B: 10/19

Option C: 46/105

Option D: Cannot be determined

Correct Answer: Cannot be determined ✔


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1394

A bag contains five white and four red balls. Two balls are picked at random from the bag. What is the probability that they both are different color?

Option A: 4/9

Option B: 5/9

Option C: 7/9

Option D: 8/9

Correct Answer: 5/9 ✔


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1395

A box contains 3 blue marbles, 4 red, 6 green marbles and 2 yellow marbles. If two marbles are picked at random, what is the probability that they are either blue or yellow?

Option A: 3/22

Option B: 4/21

Option C: 2/21

Option D: 1/14

Correct Answer: 2/21 ✔


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1396

A box contains 3 blue marbles, 4 red, 6 green marbles and 2 yellow marbles. If three marbles are picked at random, what is the probability that they are all blue?

Option A: 1/455

Option B: 2/455

Option C: 1/91

Option D: 4/455

Correct Answer: 1/455 ✔


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1397

A box contains 3 blue marbles, 4 red, 6 green marbles and 2 yellow marbles. If four marbles are picked at random, what is the probability that none is blue?

Option A: 17/91

Option B: 33/91

Option C: 51/91

Option D: 65/91

Correct Answer: 33/91 ✔


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1398

A box contains nine bulbs out of which 4 are defective. If four bulbs are chosen at random, find the probability that at least one bulb is good.

Option A: 6/63

Option B: 2/63

Option C: 125/126

Option D: 1/126

Correct Answer: 125/126 ✔


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1399

A box contains nine bulbs out of which 4 are defective. If four bulbs are chosen at random, find the probability that all the four bulbs are defective.

Option A: 62/63

Option B: 125/126

Option C: 1/63

Option D: 1/126

Correct Answer: 1/126 ✔


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1400

Three 6 faced dice are thrown together. The probability that exactly two dice show the same number on them is -.

Option A: 5/9

Option B: 5/12

Option C: 1/36

Option D: 7/12

Correct Answer: 5/12 ✔


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