QuestionFind the largest integer less than $\sqrt{15}$ . Choices: F. 6, G. 5, H. 4, J. 3, K. 2.

Studdy Solution

STEP 1

Assumptions1. We are looking for the largest integer less than $\sqrt{15}$ .

STEP 2

First, we need to calculate the square root of15.
$\sqrt{15}$

STEP 3

Calculate the square root of15.
$\sqrt{15} \approx3.87298$

STEP 4

Now that we have the approximate value of $\sqrt{15}$ , we need to find the largest integer less than this value.Since the decimal part of $\sqrt{15}$ is greater than0, we can't round up to the next integer. Instead, we have to round down to the nearest integer, which is the largest integer less than $\sqrt{15}$ .
The largest integer less than3.87298 is3.
So, the largest integer less than $\sqrt{15}$ is3.

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