Between which two consecutive integers on the number line is 8√
The value of √8 is approximately 2.83. Therefore, 8√8 is approximately 8(2.83) = 22.64.
So, 8√ is between the two consecutive integers 22 and 23 on the number line.
Between which two consecutive integers on the number line is 8√
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To determine between which two consecutive integers on the number line 8√ falls, we need to find the value of 8√.
Using a calculator, we find that √8 is approximately 2.8284. Therefore, 8√8 is approximately 8(2.8284) ≈ 22.6274.
Thus, 8√ falls between the two consecutive integers 22 and 23 on the number line.
To determine between which two consecutive integers on the number line is 8√, we need to find the two integers that are closest to but not exceeding the value of 8√.
First, let's evaluate the value of 8√:
8√ = 8 * √ = 8 * √2 ≈ 8 * 1.414 ≈ 11.312
Since the value of 8√ is approximately 11.312, we need to find the two consecutive integers that it lies between.
The greatest integer that is less than or equal to 11.312 is 11, and the next greatest integer is 12.
Therefore, 8√ lies between the consecutive integers 11 and 12 on the number line.