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Solving Equations with Linear Expressions on One Side and Numbers on the Other Side

Question

Find the value of $p$ in the equation
$\frac{p}{9} - 8 = 17$
$- 225$
$\frac{9}{225}$
$\frac{225}{9}$
$225$

A

225

B

- 225

C

\frac{225}{9}

D

\frac{9}{225}

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Solution

Verified by Toppr

$\frac{p}{9} - 8 = 17$

$⟹ \frac{p}{9} = 17 + 8$

$⟹ \frac{p}{9} = 25$
Now, multiplying both sides by $9$ we get,
$⟹ \frac{p}{q} \times 9 = 25 \times 9 = 225$

$⟹ p = 225$

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Similar Questions

Q1

Question 9 (ii)
Classify $\sqrt{225}$ as rational or irrational.

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Q2

The simplified value of

\frac{(225)^{0.2} \times (225)^{0.3}}{(225)^{0.8} \times (225)^{0.2}}

is equal to:

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Q3

Question 9 (ii)
Classify $\sqrt{225}$ as rational or irrational.

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Q4

Question 9

225 % is equal to
(a) 9 : 4
(b) 4 : 9
(c) 3 : 2
(d) 2 : 3

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Q5

Find the value of :
a)

\frac{\sqrt{100 \times 225}}{\sqrt{289 - 33}}

.
b)

\frac{\sqrt{225} + \sqrt{49}}{\sqrt{64} - \sqrt{36}}

.

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