Verify :
$(- 24) + [(- 32) + (+ 29)] = [- 24 + (- 32) + (+ 29)]$

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Solution

Given that $(- 24) + [(- 32) + (+ 29)] = [- 24 + (- 32) + (+ 29)]$
LHS $=$ $(- 24) + [(- 32) + (+ 29)] = - 24 + [- 32 + 29]$
$= - 24 + (- 3) = - 24 - 3 \Rightarrow - 27$
RHS $=$ $[- 24 + (- 32) + (+ 29)] = - 24 - 32 + 29$
$= - 56 + 29 \Rightarrow - 27$
Hence, LHS $=$ RHS Verified.

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Question 96

Solve the following:

Express as a power of a rational number with negative exponent.
$(a) {({(\frac{- 3}{2})}^{- 2})}^{- 3} (b) (2^{5} \div 2^{8}) \times 2^{- 7}$

A = {1, 3, 5, 7, 9}, B = {1, 2, 3}

C = {2, 3, 4}

A - (B \cup C) = (A - B) \cap (A - C)

(- 24) \times (68) + (- 24) \times (32)

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