Simplification of p-a-5-3 p yields -

The correct option is C a = 14pUsing distributive property of multiplication, (p + a)/5 = 3p p/5 + a/5 = 3p a/5 = 3p p/5 a/5 =( 3 1/5)p a/5 =(14/5)p a = 14 ...

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Standard VII

Mathematics

Application of Difference between Positive and Negative Numbers in Everyday Life

Simplificatio...

Question

Simplification of $\frac{(p + a)}{5} = 3 p$ yields :

\frac{p}{a}

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a +

\frac{p}{5}

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a = 14p

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a = 15p

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Solution

The correct option is C a = 14p
Using distributive property of multiplication,
$\frac{(p + a)}{5} = 3 p$
$\frac{p}{5} + \frac{a}{5} = 3 p$
$\frac{a}{5} = 3 p - \frac{p}{5}$
$\frac{a}{5} = (3 - \frac{1}{5}) p$
$\frac{a}{5} = (\frac{14}{5}) p$
$a = 14 p$

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Simplification of (p+a)5=3p yields :

The correct option is C a = 14pUsing distributive property of multiplication, (p+a)5=3p p5+a5=3p a5=3p−p5 a5=(3−15)p a5=(145)p a=14p

Simplification of $\frac{(p + a)}{5} = 3 p$ yields :

The correct option is C a = 14p
Using distributive property of multiplication,
$\frac{(p + a)}{5} = 3 p$
$\frac{p}{5} + \frac{a}{5} = 3 p$
$\frac{a}{5} = 3 p - \frac{p}{5}$
$\frac{a}{5} = (3 - \frac{1}{5}) p$
$\frac{a}{5} = (\frac{14}{5}) p$
$a = 14 p$