Question - Solving Inequality with Square Root
Solution:
The given image depicts an inequality with a square root in the center: two blank boxes with less than signs around the square root of 104, written as "< √104 <".To solve this, we need to find two consecutive whole numbers between which the square root of 104 falls. Since we know that $$10^2 = 100$$ and $$11^2 = 121$$, the square root of 104 must be greater than 10 but less than 11 because 104 falls between 100 and 121.Therefore, the correct numbers to place in the boxes are 10 and 11.The completed inequality should read "10 < √104 < 11".
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