verify ax(b+c) =axb + axc
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Answered by
1
Step-by-step explanation:
First evaluate the expression a(b+c)
From the given values, it follows that
a(b+c)=—10(-9+8)=—10(—1)=10
Now evaluate the other expression which is
ab+ac
=—10(-9)+(—10)(8)
=90–80=10=a(b+c)
Thus
a(b+c)=ab+ac for given values of a,b and c.
Remark: You may also evaluate the second expression or the right hand side of the equation before the left hand side. In either way, you will get the same answer i
Answered by
29
This question van be solved showing distributive property of multiplication over addition
a*(b+c)=(a*b)+(a*c)
-2(9+(-2))=(-2*9)+(-2*-2)
-2*7=-18+4
14= -14
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