App Logo

No.1 PSC Learning App

1M+ Downloads
A positive number exceed its positive square root by 30. Find the number.

A16

B36

C25

D49

Answer:

B. 36

Read Explanation:

Positive Square Exceeds its Square root by 30.

$X=\sqrt{X}+30$

$X-30=\sqrt{X}$

Squaring on both the sides we get,

(X30)2=X(X-30)^2=X

X260X+900=XX^2-60X+900=X

X236X25X+900=0X^2-36X-25X+900=0

X=36,25X=36,25

OnlyX=36satisfy</p><pstyle="color:rgb(0,0,0);margintop:2px;marginbottom:2px"datapxy="true">Only X=36 satisfy</p><p style="color: rgb(0,0,0); margin-top: 2px; margin-bottom: 2px" data-pxy="true">So answer is 36.


Related Questions:

x512=128x\frac{x}{\sqrt{512}}=\frac{\sqrt{128}}{x}x കണ്ടെത്തുക

$\frac{60-\sqrt{144}}{400-{\sqrt{256}}}=?

For what value of A, will the expression (13.56 × 13.56 + 13.56 × A + 0.04 × 0.04) be a perfect square?
image.png
2.5 ന്റെ വർഗ്ഗം എത്ര ?