which point on the number line shows the position of $sqrt{30}$? point a point b point c point d
which point on the number line shows the position of $sqrt{30}$? point a point b point c point d
Answer
Explanation:
Step1: Find the range of $\sqrt{30}$
We know that $5^2 = 25$ and $6^2=36$. Also, $5.5^2=(5 + 0.5)^2=5^2+2\times5\times0.5 + 0.5^2=25 + 5+0.25 = 30.25$. Since $25<30<30.25$, we have $5<\sqrt{30}<5.5$.
Answer:
point B