Question

if 0.13 ÷ p² = 13 then P =?

Answer 1

Given
0.13 ÷ p² =13
→(13/100) × (1/p²) =13
→
$\frac{13}{100 \times {p}^{2} } = 13 \\ > > \frac{13}{100 \times 13} = {p}^{2} \\ > > \frac{1}{100} = {p}^{2} \\ > > p = \sqrt{\frac{1}{100} } \\ > > p = \frac{1}{10}$
So p=1/10 Or p=0.1 is your answer...

Hope it Helps...
Regards,
Leukonov.

Answer 2

Concept-

Firstly, convert 0.13 in the form of fraction and use the division rule and cross multiplication rule in the given equation in the question to solve the value of P.

Given-

It is given that 0.13 ÷ p² = 13

Find-

Find the value of P.

Solution-

It is Given that , 0.13 ÷ p² = 13

(13/100) ÷ p² = 13

(13/100) × (1/p²) = 13

13 / 100 × p² = 13

13 / 100 × 13 = p²

1 / 100 = p²

p = √1/100

p = 1 / 10 or p = 0.1

Therefore, the value of P is 1/10 or 0.1.

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