Step-1

Title: Geometry

Grade: 4-a Lesson: S3-L8

Explanation: Hello Students, time to practice and review the steps for the problem.

Lesson Steps

Step Type Explanation Answer

1

Problem

If the length, breadth and height of a cuboid are 11 cm, 16 cm and 19 cm, then find its total surface area and find the volume of cuboid.

2

Step

The given values are

l = 11 cm , b = 16 cm and h = 19 cm

3

Formula

To find the total surface area and volume of a cuboid, you can use the following formulas

\$"TSA" = 2 ("lw" + "lh" + "wh")\$

4

Step

Now plug the value in the formula

\$"TSA" = 2(11 times 16 + 11 times 19 + 16 times 19)\$

\$"TSA" = 2( 176 + 209 + 304)\$

\$"TSA" = 2 times 689\$

TSA = 1378 sq.cm

5

Step

To find the volume of the cuboid formula is

\$V = l times w times h\$

6

Step

Now plug the value in the formula

\$V = 11 times 16 times 19\$

V = 3344 cu.cm

7

Step

Therefore, the lateral surface area and volume of the cuboid are \$1378 cm^2\$ and \$3344 cm^2\$.

8

SumUp

Can you summarize what you’ve understood in the above steps?

9

Choice.A

This answer is right as it gives the accurate measurements for both the cuboid’s total surface area and volume

1378 sq.cm and 3344 cu.cm

10

Choice.B

This is incorrect because it provides incorrect values for both the total surface area and volume of the given cuboid

1378 sq.cm and 3434 cu.cm

11

Choice.C

This is not correct because the total surface area mentioned (1387 sq. cm) is incorrect

1387 sq.cm and 3344 cu.cm

12

Choice.D

This is incorrect because it provides incorrect values for both the total surface area and volume of the given cuboid

1387 sq.cm and 3434 cu.cm

13

Answer

Option

A

14

SumUp

Can you summarize what you’ve understood in the above steps?


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