using suitable properties evaluate 589 × (- 41)+ 589 × - 59
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Answered by
4
a×b + a×c = a(b+c)
589×(-41)+ 589×(-59) = 589(-41+{-59})
= 589×(-41-59)
=589×(-100) = -58900
Hope this helps
589×(-41)+ 589×(-59) = 589(-41+{-59})
= 589×(-41-59)
=589×(-100) = -58900
Hope this helps
Anonymous:
if this helps you plz mark it as the brainiest
Answered by
1
Hey friend,
➡ {589×(-41)} + {589×(-59)}
➡ Here we will take 589 as common.
➡ So, it is 589×{(-41)+(-59)}
➡ 589×(-18)
➡ -10602
➡The property used here is distributive property.
Hope this helps you... : )
Sorry for any mistakes
➡ {589×(-41)} + {589×(-59)}
➡ Here we will take 589 as common.
➡ So, it is 589×{(-41)+(-59)}
➡ 589×(-18)
➡ -10602
➡The property used here is distributive property.
Hope this helps you... : )
Sorry for any mistakes
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