Question

Find the value:
[(-6 ) x 5] / [(-2) + 1]
with working.

Answer 1

Answer:

30

Step-by-step explanation

• Deal with the numerator first;[(-6)×5]

• To the numerator open the brackets;[-6×5]=-30

• Get to the denominator's side;[(-2)+1]

• Open the bracket[-2+-1]=-1

• Then divide the numerator by the denominator;

• -30/-1 you get 30

Answer 2

To find : value of  $\frac{(-6 ) \times 5}{(-2) + 1}$

Solution :

• As we can see that given expression is in the fraction , therefore to find the value of expression we need to find the value of numerator and denominator separately .
• After finding the value both numerator and denominator we divided them to get  the final answer of fraction .
• Therefore , numerator = $(-6 ) \times 5 = - 30$
• denominator = $-2 + 1 = -1$
• Now , substituting the values we get ,

        $\frac{(-6 ) \times 5}{(-2) + 1}$  $= \frac{-30}{-1}$

                    $= 30$

Hence , value of $\frac{(-6 ) \times 5}{(-2) + 1}$  is $30$ .