Determine the height of gage blocks required to set the angles in Exercises 7 and 8 on a 10" sine plate. a. 44°20' b. 0°20' c. 2°26' d. 19°51' e. 25°31'

Question

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Answer 1

Textbook Question

Chapter 69, Problem 8A

Determine the height of gage blocks required to set the angles in Exercises 7 and 8 on a 10" sine plate.
a. 44°20'
b. 0°20'
c. 2°26'
d. 19°51'
e. 25°31'

Expert Solution

To determine

(a)

Find the height of gage blocks required to set the angle 44∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =6.9883''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 44∘20'.

Calculations:

The height of the gage block required to set the angle 44∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin44∘20'h=10''×sin44.333∘⇒h=6.9883''

Conclusion:

Height of the gage blocks: =6.9883''

Expert Solution

To determine

(b)

Find the height of gage blocks required to set the angle 0∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =0.0582''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 0∘20'.

Calculations:

The height of the gage block required to set the angle 0∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin0∘20'h=10''×sin0.333∘⇒h=0.0582''

Conclusion:

Height of the gage blocks is 0.0582''

Expert Solution

To determine

(c)

Find the height of gage blocks required to set the angle 2∘26' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =0.4245''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 2∘26'.

Calculations:

The height of the gage block required to set the angle 2∘26' on a 10" sine block is calculated as:

Height of the block=10''×sin2∘26'h=10''×sin2.433∘⇒h=0.4245''

Conclusion:

Height of the gage blocks is 0.4245''

Expert Solution

To determine

(d)

Find the height of gage blocks required to set the angle 19∘51' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =3.3956''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 19∘51'.

Calculations:

The height of the gage block required to set the angle 19∘51' on a 10" sine block is calculated as:

Height of the block=10''×sin19∘51'h=10''×sin19.85∘⇒h=3.3956''

Conclusion:

Height of the gage blocks is 3.3956''

Expert Solution

To determine

(e)

Find the height of gage blocks required to set the angle 25∘31' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =4.307''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 25∘31'.

Calculations:

The height of the gage block required to set the angle 25∘31' on a 10" sine block is calculated as:

Height of the block=10''×sin25∘31'h=10''×sin25.516∘⇒h=4.307''

Conclusion:

Height of the gage blocks is 4.307''

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Answer 2

Textbook Question

Chapter 69, Problem 8A

Determine the height of gage blocks required to set the angles in Exercises 7 and 8 on a 10" sine plate.
a. 44°20'
b. 0°20'
c. 2°26'
d. 19°51'
e. 25°31'

Expert Solution

To determine

(a)

Find the height of gage blocks required to set the angle 44∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =6.9883''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 44∘20'.

Calculations:

The height of the gage block required to set the angle 44∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin44∘20'h=10''×sin44.333∘⇒h=6.9883''

Conclusion:

Height of the gage blocks: =6.9883''

Expert Solution

To determine

(b)

Find the height of gage blocks required to set the angle 0∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =0.0582''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 0∘20'.

Calculations:

The height of the gage block required to set the angle 0∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin0∘20'h=10''×sin0.333∘⇒h=0.0582''

Conclusion:

Height of the gage blocks is 0.0582''

Expert Solution

To determine

(c)

Find the height of gage blocks required to set the angle 2∘26' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =0.4245''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 2∘26'.

Calculations:

The height of the gage block required to set the angle 2∘26' on a 10" sine block is calculated as:

Height of the block=10''×sin2∘26'h=10''×sin2.433∘⇒h=0.4245''

Conclusion:

Height of the gage blocks is 0.4245''

Expert Solution

To determine

(d)

Find the height of gage blocks required to set the angle 19∘51' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =3.3956''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 19∘51'.

Calculations:

The height of the gage block required to set the angle 19∘51' on a 10" sine block is calculated as:

Height of the block=10''×sin19∘51'h=10''×sin19.85∘⇒h=3.3956''

Conclusion:

Height of the gage blocks is 3.3956''

Expert Solution

To determine

(e)

Find the height of gage blocks required to set the angle 25∘31' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =4.307''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 25∘31'.

Calculations:

The height of the gage block required to set the angle 25∘31' on a 10" sine block is calculated as:

Height of the block=10''×sin25∘31'h=10''×sin25.516∘⇒h=4.307''

Conclusion:

Height of the gage blocks is 4.307''

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Answer 3

Textbook Question

Chapter 69, Problem 8A

Determine the height of gage blocks required to set the angles in Exercises 7 and 8 on a 10" sine plate.
a. 44°20'
b. 0°20'
c. 2°26'
d. 19°51'
e. 25°31'

Expert Solution

To determine

(a)

Find the height of gage blocks required to set the angle 44∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =6.9883''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 44∘20'.

Calculations:

The height of the gage block required to set the angle 44∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin44∘20'h=10''×sin44.333∘⇒h=6.9883''

Conclusion:

Height of the gage blocks: =6.9883''

Expert Solution

To determine

(b)

Find the height of gage blocks required to set the angle 0∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =0.0582''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 0∘20'.

Calculations:

The height of the gage block required to set the angle 0∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin0∘20'h=10''×sin0.333∘⇒h=0.0582''

Conclusion:

Height of the gage blocks is 0.0582''

Expert Solution

To determine

(c)

Find the height of gage blocks required to set the angle 2∘26' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =0.4245''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 2∘26'.

Calculations:

The height of the gage block required to set the angle 2∘26' on a 10" sine block is calculated as:

Height of the block=10''×sin2∘26'h=10''×sin2.433∘⇒h=0.4245''

Conclusion:

Height of the gage blocks is 0.4245''

Expert Solution

To determine

(d)

Find the height of gage blocks required to set the angle 19∘51' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =3.3956''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 19∘51'.

Calculations:

The height of the gage block required to set the angle 19∘51' on a 10" sine block is calculated as:

Height of the block=10''×sin19∘51'h=10''×sin19.85∘⇒h=3.3956''

Conclusion:

Height of the gage blocks is 3.3956''

Expert Solution

To determine

(e)

Find the height of gage blocks required to set the angle 25∘31' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =4.307''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 25∘31'.

Calculations:

The height of the gage block required to set the angle 25∘31' on a 10" sine block is calculated as:

Height of the block=10''×sin25∘31'h=10''×sin25.516∘⇒h=4.307''

Conclusion:

Height of the gage blocks is 4.307''

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Answer 4

Textbook Question

Chapter 69, Problem 8A

Determine the height of gage blocks required to set the angles in Exercises 7 and 8 on a 10" sine plate.
a. 44°20'
b. 0°20'
c. 2°26'
d. 19°51'
e. 25°31'

Expert Solution

To determine

(a)

Find the height of gage blocks required to set the angle 44∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =6.9883''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 44∘20'.

Calculations:

The height of the gage block required to set the angle 44∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin44∘20'h=10''×sin44.333∘⇒h=6.9883''

Conclusion:

Height of the gage blocks: =6.9883''

Expert Solution

To determine

(b)

Find the height of gage blocks required to set the angle 0∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =0.0582''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 0∘20'.

Calculations:

The height of the gage block required to set the angle 0∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin0∘20'h=10''×sin0.333∘⇒h=0.0582''

Conclusion:

Height of the gage blocks is 0.0582''

Expert Solution

To determine

(c)

Find the height of gage blocks required to set the angle 2∘26' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =0.4245''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 2∘26'.

Calculations:

The height of the gage block required to set the angle 2∘26' on a 10" sine block is calculated as:

Height of the block=10''×sin2∘26'h=10''×sin2.433∘⇒h=0.4245''

Conclusion:

Height of the gage blocks is 0.4245''

Expert Solution

To determine

(d)

Find the height of gage blocks required to set the angle 19∘51' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =3.3956''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 19∘51'.

Calculations:

The height of the gage block required to set the angle 19∘51' on a 10" sine block is calculated as:

Height of the block=10''×sin19∘51'h=10''×sin19.85∘⇒h=3.3956''

Conclusion:

Height of the gage blocks is 3.3956''

Expert Solution

To determine

(e)

Find the height of gage blocks required to set the angle 25∘31' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =4.307''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 25∘31'.

Calculations:

The height of the gage block required to set the angle 25∘31' on a 10" sine block is calculated as:

Height of the block=10''×sin25∘31'h=10''×sin25.516∘⇒h=4.307''

Conclusion:

Height of the gage blocks is 4.307''

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Answer 5

Textbook Question

Answer 6

Textbook Question

Answer 7

Expert Solution

To determine

(a)

Find the height of gage blocks required to set the angle 44∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =6.9883''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 44∘20'.

Calculations:

The height of the gage block required to set the angle 44∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin44∘20'h=10''×sin44.333∘⇒h=6.9883''

Conclusion:

Height of the gage blocks: =6.9883''

Expert Solution

To determine

(b)

Find the height of gage blocks required to set the angle 0∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =0.0582''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 0∘20'.

Calculations:

The height of the gage block required to set the angle 0∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin0∘20'h=10''×sin0.333∘⇒h=0.0582''

Conclusion:

Height of the gage blocks is 0.0582''

Expert Solution

To determine

(c)

Find the height of gage blocks required to set the angle 2∘26' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =0.4245''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 2∘26'.

Calculations:

The height of the gage block required to set the angle 2∘26' on a 10" sine block is calculated as:

Height of the block=10''×sin2∘26'h=10''×sin2.433∘⇒h=0.4245''

Conclusion:

Height of the gage blocks is 0.4245''

Expert Solution

To determine

(d)

Find the height of gage blocks required to set the angle 19∘51' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =3.3956''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 19∘51'.

Calculations:

The height of the gage block required to set the angle 19∘51' on a 10" sine block is calculated as:

Height of the block=10''×sin19∘51'h=10''×sin19.85∘⇒h=3.3956''

Conclusion:

Height of the gage blocks is 3.3956''

Expert Solution

To determine

(e)

Find the height of gage blocks required to set the angle 25∘31' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =4.307''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 25∘31'.

Calculations:

The height of the gage block required to set the angle 25∘31' on a 10" sine block is calculated as:

Height of the block=10''×sin25∘31'h=10''×sin25.516∘⇒h=4.307''

Conclusion:

Height of the gage blocks is 4.307''

Answer 8

Expert Solution

To determine

(a)

Find the height of gage blocks required to set the angle 44∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =6.9883''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 44∘20'.

Calculations:

The height of the gage block required to set the angle 44∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin44∘20'h=10''×sin44.333∘⇒h=6.9883''

Conclusion:

Height of the gage blocks: =6.9883''

Answer 9

Expert Solution

Answer 10

Expert Solution

Answer 11

Expert Solution

Answer 12

To determine

(a)

Find the height of gage blocks required to set the angle 44∘20' on a 10" sine plate.

Answer 13

Answer to Problem 8A

Height of the gage blocks: =6.9883''

Answer 14

Explanation of Solution

Given information:

Angle on a 10" sine plate is 44∘20'.

Calculations:

The height of the gage block required to set the angle 44∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin44∘20'h=10''×sin44.333∘⇒h=6.9883''

Conclusion:

Height of the gage blocks: =6.9883''

Answer 15

Expert Solution

To determine

(b)

Find the height of gage blocks required to set the angle 0∘20' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks: =0.0582''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 0∘20'.

Calculations:

The height of the gage block required to set the angle 0∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin0∘20'h=10''×sin0.333∘⇒h=0.0582''

Conclusion:

Height of the gage blocks is 0.0582''

Answer 16

Expert Solution

Answer 17

Expert Solution

Answer 18

Expert Solution

Answer 19

To determine

(b)

Find the height of gage blocks required to set the angle 0∘20' on a 10" sine plate.

Answer 20

Answer to Problem 8A

Height of the gage blocks: =0.0582''

Answer 21

Explanation of Solution

Given information:

Angle on a 10" sine plate is 0∘20'.

Calculations:

The height of the gage block required to set the angle 0∘20' on a 10" sine block is calculated as:

Height of the block=10''×sin0∘20'h=10''×sin0.333∘⇒h=0.0582''

Conclusion:

Height of the gage blocks is 0.0582''

Answer 22

Expert Solution

To determine

(c)

Find the height of gage blocks required to set the angle 2∘26' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =0.4245''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 2∘26'.

Calculations:

The height of the gage block required to set the angle 2∘26' on a 10" sine block is calculated as:

Height of the block=10''×sin2∘26'h=10''×sin2.433∘⇒h=0.4245''

Conclusion:

Height of the gage blocks is 0.4245''

Answer 23

Expert Solution

Answer 24

Expert Solution

Answer 25

Expert Solution

Answer 26

To determine

(c)

Find the height of gage blocks required to set the angle 2∘26' on a 10" sine plate.

Answer 27

Answer to Problem 8A

Height of the gage blocks =0.4245''

Answer 28

Explanation of Solution

Given information:

Angle on a 10" sine plate is 2∘26'.

Calculations:

The height of the gage block required to set the angle 2∘26' on a 10" sine block is calculated as:

Height of the block=10''×sin2∘26'h=10''×sin2.433∘⇒h=0.4245''

Conclusion:

Height of the gage blocks is 0.4245''

Answer 29

Expert Solution

To determine

(d)

Find the height of gage blocks required to set the angle 19∘51' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =3.3956''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 19∘51'.

Calculations:

The height of the gage block required to set the angle 19∘51' on a 10" sine block is calculated as:

Height of the block=10''×sin19∘51'h=10''×sin19.85∘⇒h=3.3956''

Conclusion:

Height of the gage blocks is 3.3956''

Answer 30

Expert Solution

Answer 31

Expert Solution

Answer 32

Expert Solution

Answer 33

To determine

(d)

Find the height of gage blocks required to set the angle 19∘51' on a 10" sine plate.

Answer 34

Answer to Problem 8A

Height of the gage blocks =3.3956''

Answer 35

Explanation of Solution

Given information:

Angle on a 10" sine plate is 19∘51'.

Calculations:

The height of the gage block required to set the angle 19∘51' on a 10" sine block is calculated as:

Height of the block=10''×sin19∘51'h=10''×sin19.85∘⇒h=3.3956''

Conclusion:

Height of the gage blocks is 3.3956''

Answer 36

Expert Solution

To determine

(e)

Find the height of gage blocks required to set the angle 25∘31' on a 10" sine plate.

Answer to Problem 8A

Height of the gage blocks =4.307''

Explanation of Solution

Given information:

Angle on a 10" sine plate is 25∘31'.

Calculations:

The height of the gage block required to set the angle 25∘31' on a 10" sine block is calculated as:

Height of the block=10''×sin25∘31'h=10''×sin25.516∘⇒h=4.307''

Conclusion:

Height of the gage blocks is 4.307''

Answer 37

Expert Solution

Answer 38

Expert Solution

Answer 39

Expert Solution

Answer 40

To determine

(e)

Find the height of gage blocks required to set the angle 25∘31' on a 10" sine plate.

Answer 41

Answer to Problem 8A

Height of the gage blocks =4.307''

Answer 42

Explanation of Solution

Given information:

Angle on a 10" sine plate is 25∘31'.

Calculations:

The height of the gage block required to set the angle 25∘31' on a 10" sine block is calculated as:

Height of the block=10''×sin25∘31'h=10''×sin25.516∘⇒h=4.307''

Conclusion:

Height of the gage blocks is 4.307''

Answer 43

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Determine the height of gage blocks required to set the angles in Exercises 7 and 8 on a 10" sine plate. a. 44°20' b. 0°20' c. 2°26' d. 19°51' e. 25°31'

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Answer to Problem 8A

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Answer to Problem 8A

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