Question

(3p+q)-(p-q) equal
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Answer 1

${\texttt{\huge{\red{\underline{SOLUTION :-}}}}}$

(3p + q) - (p - q)

= 3p + q - p + q

= 2p + 2q

= 2(p + q)

(answer)

Answer 2

Given,

• $(3p+q)-(p-q)$ is given.

To find,

• We have to find the value of (3p+q)-(p-q).

Solution,

(3p+q)-(p-q) equal to $2(p+q)$.

We can simply find the value of (3p+q)-(p-q) by performing the mathematical operations on the like terms.

  $(3p+q)-(p-q)$

   $3p+q-p+q$

   $3p-p +q+q$

   $2p + 2q$

   $2(p+q)$

∴ The value of (3p+q)-(p-q)  is 2(p+q).

Hence, (3p+q)-(p-q) equal to $2(p+q)$.