Math

QuestionFind the two consecutive whole numbers between which 93\sqrt{93} lies.

Studdy Solution

STEP 1

Assumptions1. We are looking for two consecutive whole numbers. The square root of93 lies between these two numbers

STEP 2

To find the two consecutive whole numbers between which 93\sqrt{93} lies, we need to find two perfect squares that are closest to93, one less than93 and one more than93.

STEP 3

The perfect square less than93 is 92=819^2 =81 and the perfect square more than93 is 102=10010^2 =100.

STEP 4

This means that 93\sqrt{93} lies between the square root of these two perfect squares, which are9 and10.

STEP 5

So, 93\sqrt{93} lies between9 and10.
93\sqrt{93} is approximately9.64, which is between9 and10.

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