Question

verify 23*{7+(-2)}=23*7+23*(-2) ​

Answer 1

Answer:

LHS=RHS

Step-by-step explanation:

• 23 × {7 + (-2) } = 23 × 7 + 23 × (-2)
• 23 (7 - 2) = 161 + (-46)
• 23× 5 = 161 - 46
• 115=115
• LHS=RHS

Answer 2

Yes, the L.H.S. 23*{7+(-2)}  is equal to the R.H.S. 23*7+23*(-2) ​

Step-by-step explanation:

Given:

23*{7+(-2)}=23*7+23*(-2) ​

To find:

verify the expression

Solution:

we use the BODMAS rule to solve the expression

The bigger brackets (curly brackets) will be solved first

23*{7+(-2)}=23*7+23*(-2) ​

23*{5}=23*7+23*(-2) ​

Now, multiplying the rest of the brackets

115 = 161 + (-46)

115 = 161 - 46

115 = 115

Here, L.H.S = R.H.S.

Thus, 23*{7+(-2)}=23*7+23*(-2) ​

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