Chapter 38, Problem 20AR

To determine

(a)

The combination of gage block for (a).

Answer to Problem 20AR

The combination of blocks are $0.1002^{″}$, $0.144^{″}$, $0.120^{″}$, $0.400^{″}$ and $3.000^{″}$.

Explanation of Solution

Given:

Dimension is $0.3784\text{in}$.

Calculation:

From above table:

The combination of the blocks are $0.1004^{″}$, $0.128^{″}$ and $0.150^{″}$.

Add all the dimensions of the blocks.

  $\begin{array}{l}\Rightarrow 0.1004^{″}+0.128^{″}+0.150^{″}\\ \Rightarrow 0.3784\text{in}\end{array}$

Thus, the combination of blocks are $0.1004^{″}$, $0.128^{″}$ and $0.150^{″}$.

Conclusion:

The combination of blocks are $0.1002^{″}$, $0.144^{″}$, $0.120^{″}$, $0.400^{″}$ and $3.000^{″}$.

To determine

(b)

The combination of gage block for (b).

Answer to Problem 20AR

The combination of blocks are $0.1006^{″}$, $0.148^{″}$, $0.30^{″}$, and $2.00^{″}$.

Explanation of Solution

Given:

Dimension is $2.5486\text{in}$.

Calculation:

From above table:

The combination of the blocks are $0.1006^{″}$, $0.148^{″}$, $0.30^{″}$, and $2.00^{″}$.

Add all the dimensions of the blocks.

  $\begin{array}{l}\Rightarrow 0.1006^{″}+0.148^{″}+0.30^{″}+2.00^{″}\\ \Rightarrow 2.5486\text{in}\end{array}$

Thus, the combination of blocks are $0.1006^{″}$, $0.148^{″}$, $0.30^{″}$, and $2.00^{″}$.

Conclusion:

The combination of blocks are $0.1006^{″}$, $0.148^{″}$, $0.30^{″}$, and $2.00^{″}$.

To determine

(c)

The combination of gage block for (c).

Answer to Problem 20AR

The combination of blocks are $0.1002^{″}$, $0.106^{″}$, $0.50^{″}$, and $1.00^{″}$.

Explanation of Solution

Given:

Dimension is $1.7062\text{in}$.

Calculation:

From above table:

The combination of the blocks are $0.1002^{″}$, $0.106^{″}$, $0.50^{″}$, and $1.00^{″}$.

Add all the dimensions of the blocks.

  $\begin{array}{l}\Rightarrow 0.1002^{″}+0.106^{″}+0.50^{″}+1.00^{″}\\ \Rightarrow 1.7062\text{in}\end{array}$

Thus, the combination of blocks are $0.1002^{″}$, $0.106^{″}$, $0.50^{″}$, and $1.00^{″}$.

Conclusion:

The combination of blocks are $0.1002^{″}$, $0.106^{″}$, $0.50^{″}$, and $1.00^{″}$.

To determine

(d)

The combination of gage block for (d).

Answer to Problem 20AR

The combination of blocks are $0.1007^{″}$, $0.146^{″}$, $0.40^{″}$, and $4.00^{″}$.

Explanation of Solution

Given:

Dimension is $5.6467\text{in}$.

Calculation:

From above table:

The combination of the blocks are $0.1007^{″}$, $0.146^{″}$, $0.40^{″}$, and $4.00^{″}$.

Add all the dimensions of the blocks.

  $\begin{array}{l}\Rightarrow 0.1007^{″}+0.146^{″}+0.40^{″}+4.00^{″}\\ \Rightarrow 5.6467\text{in}\end{array}$

Thus, the combination of blocks are $0.1007^{″}$, $0.146^{″}$, $0.40^{″}$, and $4.00^{″}$.

Conclusion:

The combination of blocks are $0.1007^{″}$, $0.146^{″}$, $0.40^{″}$, and $4.00^{″}$.

To determine

(e)

The combination of gage block for (e).

Answer to Problem 20AR

The combination of blocks are $0.1001^{″}$, $0.140^{″}$, $0.85^{″}$, and $2.00^{″}$.

Explanation of Solution

Given:

Dimension is $3.0901\text{in}$.

Calculation:

From above table:

The combination of the blocks are $0.1001^{″}$, $0.140^{″}$, $0.85^{″}$, and $2.00^{″}$.

Add all the dimensions of the blocks.

  $\begin{array}{l}\Rightarrow 0.1001^{″}+0.140^{″}+0.85^{″}+2.00^{″}\\ \Rightarrow 3.0901\text{in}\end{array}$

Thus, the combination of blocks are $0.1001^{″}$, $0.140^{″}$, $0.85^{″}$, and $2.00^{″}$.

Conclusion:

The combination of blocks are $0.1001^{″}$, $0.140^{″}$, $0.85^{″}$, and $2.00^{″}$.

To determine

(f)

The combination of gage block for (f).

Answer to Problem 20AR

The combination of blocks are $0.100^{″}$ and $0.1009^{″}$.

Explanation of Solution

Given:

Dimension is $0.2009\text{in}$.

Calculation:

From above table:

The combination of the blocks are $0.100^{″}$ and $0.1009^{″}$.

Add all the dimensions of the blocks.

  $\begin{array}{l}\Rightarrow 0.100^{″}+0.1009^{″}\\ \Rightarrow 0.2009\text{in}\end{array}$

Thus, the combination of blocks are $0.100^{″}$ and $0.1009^{″}$.

Conclusion:

The combination of blocks are $0.100^{″}$ and $0.1009^{″}$.

To determine

(g)

The combination of gage block for (g).

Answer to Problem 20AR

The combination of blocks are $0.1005^{″}$, $0.139^{″}$, $0.650^{″}$, $3.0^{″}$, and $4.0^{″}$.

Explanation of Solution

Given:

Dimension is $7.8895\text{in}$.

Calculation:

From above table:

The combination of the blocks are $0.1005^{″}$, $0.139^{″}$, $0.650^{″}$, $3.0^{″}$, and $4.0^{″}$.

Add all the dimensions of the blocks.

  $\begin{array}{l}\Rightarrow 0.1005^{″}+0.139^{″}+0.650^{″}+3.0^{″}+4.0^{″}\\ \Rightarrow 7.8895\text{in}\end{array}$

Thus, the combination of blocks are $0.1005^{″}$, $0.139^{″}$, $0.650^{″}$, $3.0^{″}$, and $4.0^{″}$.

Conclusion:

The combination of blocks are $0.1005^{″}$, $0.139^{″}$, $0.650^{″}$, $3.0^{″}$, and $4.0^{″}$.

To determine

(h)

The combination of gage block for (h).

Answer to Problem 20AR

The combination of blocks are $0.1004^{″}$, $0.101^{″}$, $0.800^{″}$, $3.0^{″}$, and $4.0^{″}$.

Explanation of Solution

Given:

Dimension is $8.0014\text{in}$.

Calculation:

From above table:

The combination of the blocks are $0.1004^{″}$, $0.101^{″}$, $0.800^{″}$, $3.0^{″}$, and $4.0^{″}$.

Add all the dimensions of the blocks.

  $\begin{array}{l}\Rightarrow 0.1004^{″}+0.101^{″}+0.800^{″}+3.0^{″}+4.0^{″}\\ \Rightarrow 8.0014\text{in}\end{array}$

Thus, the combination of blocks are $0.1004^{″}$, $0.101^{″}$, $0.800^{″}$, $3.0^{″}$, and $4.0^{″}$.

Conclusion:

The combination of blocks are $0.1004^{″}$, $0.101^{″}$, $0.800^{″}$, $3.0^{″}$, and $4.0^{″}$.