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Use the distributive property to simplify the expression below: -2(2u - 1)
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-4u+2
okay so you would start bu multiplying -2 to the 2u and the -1.
The distributive property is: \[c(a+b) = ca +cb\] can you identify a, b, and c?
no please explain
i could explain...so
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If we put it into the ca + cb form, we get -2(2u) + -2(-1)
In this case c = -2, a = 2u and b = -1. If we were to but it back into c(a+b), we get -2(2u+-1), this is the same as -2(2u-1)
two minus give a plus, you should multiply a digit or symbol to each symbol or digit in the parentheses
@wio thank you @vacuole you made it very clear thankx
-2(2u-1)=-2*2u-(-2)*1=-4u+2
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