Step-2

Title: Geometry

Grade: Core-SAT3 Lesson: S3-P2

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

Lesson Steps

Step Type Explanation Answer

1

Problem

Determine the total surface area of a cone whose base radius is 8 cm and slant height is 14 cm.Use π value is 3.14

2

Step

Given that the height (h) is

radius(r) is

h = 14 cm,

r = 8 cm

3

Formula:

Total surface area of a cone (A) is

A = \$πr(r + l)\$

4

Step

Substitute the values into the formula

\$"A" = 3.14 times 8(8 + 14)\$

\$"A" = 3.14 times 8(22)\$

\$"A" = 552.64\$

5

Step

So,the total surface area of a cone (A) is \$552.64(cm)^2\$.

6

Sumup

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

7

Choice.A

It is correct option for total surface area of cone using given radius and slant height

\$552.64(cm)^2\$

8

Choice.B

This is lower than the correct value, so it’s incorrect

\$550.01(cm)^2\$

9

Choice.C

This is also lower than the correct value, so it’s incorrect

\$551(cm)^2\$

10

Choice.D

This is higher than the correct value, so it’s incorrect

\$552.14(cm)^2\$

11

Answer

Option

A

12

Sumup

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


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