Question

Identify the two integers that the square root is between Locate the two Integers on a number line. Locate the approximated square root on the number line between the two Integers. Estimate the square root of each irrational number to the nearest tenth. Your answer must be on the correct "half of the half" between the two integers that are boundaries for the square root. √51√22√39√27√62√43√90pls pls pls it's due todayI will mark you as BRAINLIEST ✨

Answer 1

$\begin{gathered} \sqrt[]{26}\text{ is located betw}een\text{ 5 and 6. Why? because }\sqrt[]{25}=5\text{ and }\sqrt[]{36}=6 \\ \sqrt[]{51}is\text{ located betw}een\text{ }7\text{ and 8}.\text{ Why? because }\sqrt[]{49}=7\text{ and }\sqrt[]{64}=8 \\ \sqrt[]{22}\text{ is located betwenn }4\text{ and 5}.\text{ Why? becuse }\sqrt[]{16}=4\text{ and }\sqrt[]{25}=5 \\ \sqrt[]{38}\text{ is located betw}en\text{ }6\text{ and 7, why? }\sqrt[]{36}=6\text{ and }\sqrt[]{49}=7 \\ \sqrt[]{27}\text{ is located betw}en\text{ 5 and 6, why? }\sqrt[]{25}=\text{ 5 and }\sqrt[]{36=6} \\ \sqrt[]{62}\text{ is located betwe}en\text{ }7\text{ and 8},\text{ why? }\sqrt[]{49}\text{ =7 and }\sqrt[]{64}=8 \\ \sqrt[]{43}\text{ is located betw}en\text{ }6\text{ and 7},\text{ why? }\sqrt[]{36}=6\text{ and }\sqrt[]{49}=7 \\ \sqrt[]{90}\text{ is located betw}en\text{ }9\text{ and 10},\text{ why? }\sqrt[]{81}=9\text{ and }\sqrt[]{100}=10 \end{gathered}$