Question

Plsss answer, don’t need too show any work

Answer 1

Hey! The answer is 60 :)

Answer 2

Answer:

The answer is 60.

Step-by-step explanation:

Question :

${\implies{\sf{ \big(y \big) \bigg(y + z - \dfrac{y}{6} \bigg)}}}$

Use

• y = 6
• z = 5

$\begin{gathered}\end{gathered}$

Solution :

${\implies{\sf{ \big(y \big) \bigg(y + z - \dfrac{y}{6} \bigg)}}}$

Substituting the value of y and z.

${\implies{\sf{ \big( \: 6 \: \big) \bigg(6 + 5 - \dfrac{6}{6} \bigg)}}}$

${\implies{\sf{ \big( \: 6 \: \big) \bigg(11 - \dfrac{6}{6} \bigg)}}}$

${\implies{\sf{ \big( \: 6 \: \big) \bigg( \dfrac{(11 \times 6) - (6 \times 1)}{6} \bigg)}}}$

${\implies{\sf{ \big( \: 6 \: \big) \bigg( \dfrac{(66) - (6)}{6} \bigg)}}}$

${\implies{\sf{ \big( \: 6 \: \big) \bigg( \dfrac{66 - 6}{6} \bigg)}}}$

${\implies{\sf{ \big( \: 6 \: \big) \bigg( \dfrac{60}{6} \bigg)}}}$

${\implies{\sf{ \big( \: 6 \: \big) \bigg( \: \cancel{\dfrac{60}{6}} \: \bigg)}}}$

${\implies{\sf{ \big( \: 6 \: \big) \big( \: 10 \: \big)}}}$

${\implies{\sf{ 6 \times 10}}}$

${\implies{\sf{\underline{\underline{60}}}}}$

Hence, the answer is 60.

$\rule{300}{2.5}$