Question

2 . Verify the following:
(i) 17 x [6+ (-2)] = [17 x 6] + [17 x (-2)]

(ii) (-23) x [(-9) + (-5)] = [(-23) x (-9)]+[(-23) x (-5)​

Answer 1

Step-by-step explanation:

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Answer 2

$\huge \colorbox{green}{given}$

$\tt \:1 = > 17 \times (6 + ( - 2)) = (17 \times 6) + (17 + ( - 2)$

$\huge \colorbox{red}{verification}$

$\tt \: 17 \times (6 + ( - 2)) = (17 \times 6) + (17 + ( - 2) \\ \\ \bf \: 17 \times (6 - 2) = 17 \times 6 + 17x - 2 \\ \\ \bf \: 68 = 102 - 34 \\ \\ \bf \: 68 = 68 \\ \\ \huge \colorbox{green}{LHS = RHS}$

$\bf \fcolorbox{green}{tr}{2 = >(-23) x [(-9) + (-5)] = [(-23) x (-9)]+[(-23) x (-5)}$

$\huge \tt \colorbox{gold}{verification}$

$\bf \fcolorbox{green}{tr}{(-23) x [(-9) + (-5)] = [(-23) x (-9)]+[(-23) x (-5)} \\ \\ \bf \: ( - 23) \times ( - 9 + 5) = (( - 207) + ( - 115) \\ \\ \bf \: ( - 23 \times - 4) = - 322 \\ \\ 92 = - 322 \\ \\ \bf\fcolorbox{green}{r}{lhs \: is \: not \: equal \: to \: rhs}$

$\huge \fcolorbox{cyan}{rd}{be \: brainly}$

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