Find the surface area of each triangular prism. + i included how it should look lik (all the work) Stace Area of Trungk Pisms.AC.B.A=2 bhA: 4r6As /2 24A 125.A= llx6 A= 11x 5A=1G6cmA= 55A5.41B,twoom= 200cm2f24cm²%3Dt.60242002.13131310A= 14x10A Ux1314 CA=140 mm2 A= 18212 B13364mm364luo1u13120=6624mm?luoB.A= /2(12x10)Az /2(120)A 60To24291 Find the surface area of each triangular prism.1)2)3)12 in5 ft9 ydSurface Area =Surface Area =Surface Area =10 in8 in10 in14 in13 ft12 ft46120 yd18 yd17 yd..14 yd.

Answered: Find the surface area of each…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Find the surface area of each triangular prism. + i included how it should look lik (all the work)

Stace Area of Trungk Pisms.
A
C.
B.
A=2 bh
A: 4r6
As /2 24
A 12
5.
A= llx6 A= 11x 5
A=1G6cmA= 55
A
5.
41B,
twoom
= 200cm2
f24cm²
%3D
t.
60
24
200
2.
13
13
13
10
A= 14x10
A Ux13
14 C
A=140 mm2 A= 182
12 B
13
364mm
364
luo
1u
13
120
=6624mm?
luo
B.
A= /2(12x10)
Az /2(120)
A 60
To24
291

Find the surface area of each triangular prism.
1)
2)
3)
12 in
5 ft
9 yd
Surface Area =
Surface Area =
Surface Area =
10 in
8 in
10 in
14 in
13 ft
12 ft
461
20 yd
18 yd
17 yd
..14 yd.

Expert Solution

Step 1

A triangular prism is a solid figure. It consists of a base triangle. A triangular prism has a length and a height. When the triangle is a right-angle triangle, the perpendicular is the height of the prism. The surface area of a triangular prism is formulated as

$A = (S_{1} + S_{2} + S_{3}) l + b h$ square unit.

Here, $S_{1}, S_{2}, S_{3}$ are three edges of the triangle, $b$ is the length of the base edge of the base triangle, $l$ is the length of the prism and $h$ is its height.

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Follow-up Question

Surface Area:
12x8-
20 yd
=
и
544 in
20 yd
12 yd
2
16 yd

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Follow-up Question

### Explanation of the Image

#### Transcription:
- **Text:**
- Surface Area = 544 in²
- 12 x 8 =

#### Diagram Description:
The diagram depicts a geometric shape that appears to be a parallelogram with an attached right triangle.

- **Parallelogram Details:**
- Both pairs of opposite sides are equal, with two sides labeled as 20 yards each.

- **Triangle Details:**
- The triangle is a right triangle, indicated by the right-angle symbol in the corner.
- The base of the triangle is labeled as 12 yards.
- The height of the triangle (perpendicular to the base) is labeled as 16 yards.
- The hypotenuse (connecting the top of the parallelogram to the base rectangle) is labeled as 20 yards.

This diagram can be used to explain concepts in geometry, including calculating the surface area of composite shapes using known side lengths and angle measures.

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