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Mathematics
Square of the number 25 log 5 √28 is
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Q. Square of the number $25^{\log _5 \sqrt{28}}$ is
Continuity and Differentiability
A
lies between 700 and 725
B
lies between 725 and 750
C
lies between 750 and 775
D
lies between 775 and 800
Solution:
Let $N =\sqrt{28}^{\log _5 25}=(\sqrt{28})^2=28$
$\therefore N ^2=784$