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Answer :
The two integers between which the square root of 198 lies are 14 and 15, with the smaller number first and the larger number second.
To find the two integers between which the square root of 198 lies, we can use estimation and calculation.
Let's find the perfect squares closest to 198. The perfect square smaller than 198 is 196 (14^2) and the perfect square larger than 198 is 225 (15^2).
Now, we calculate the square roots of 196 and 225.
√196 = 14
√225 = 15
Since 198 lies between 196 and 225, its square root (√198) lies between the square roots of 196 and 225, which are 14 and 15, respectively.
So, √198 lies between 14 and 15 on the number line.
Therefore, the two integers between which the square root of 198 lies are 14 and 15, with the smaller number first and the larger number second.
Complete Question:
The Square root of 198 is between which two integers on the number line? List smaller number first, then the larger number:
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