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2) To the nearest tenth, which choice is the length of AC?

A) 22
B) 6.8
C) 7.3
D) 8.2​

2) To the nearest tenth, which choice is the length of AC? A) 22 B) 6.8 C) 7.3 D) 8.2​-example-1
User Sunghun
by
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1 Answer

1 vote

Answer:

C) 7.3

Explanation:

Recall the Pythagoras Theorem.


|AC|^2=|AB|^2+|BC|^2

From the diagram ,|AB|=2 units and |BC|=7 units

We substitute into the formula to get:


|AC|^2=2^2+7^2

Simplify exponents


|AC|^2=4+49

Add


|AC|^2=53


|AC| = √(53)


|AC| = 7.28

To the nearest tenth, AC=7.3 units

User Tom Womack
by
8.3k points

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