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The diameter of a specific hydraulic cylinder shaft is 2.1634 inches the diameter of another shaft is 3.0187inches. What is the difference in the diameter

2 Answers

1 vote

Answer:

The difference in the diameter is 0.8553 inches.

Explanation:

The diameter of a specific hydraulic cylinder shaft is 2.1634 inches and the diameter of another shaft is 3.0187 inches.

For finding the difference in the diameter, we just need to subtract the smaller diameter from the larger diameter.

Now....


(3.0187-2.1634)\ inches \\ \\ =0.8553\ inches

So, the difference in the diameter is 0.8553 inches.

User Rakhee
by
8.3k points
6 votes

We are given

The diameter of a specific hydraulic cylinder shaft is 2.1634 inches

so,
d_1=2.1634

the diameter of another shaft is 3.0187inches

so,
d_2=3.0187

now, we can find the difference

the difference in the diameter=(the diameter of another shaft)-(The diameter of a specific hydraulic cylinder shaft)

now, we can plug values

the difference in the diameter is


=d_2-d_1

we can plug values


=3.0187-2.1634

the difference in the diameter is 0.8553 inches..........Answer


User David Hunsicker
by
9.2k points