factorise the following quadratic expression 1-2a-3a²
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-3a²-2a+1
-3a²-3a+a+1
-3a(a+1)+1(a+1)
(-3a+1)(a+1)
a=1/3,-1
-3a²-3a+a+1
-3a(a+1)+1(a+1)
(-3a+1)(a+1)
a=1/3,-1
Answered by
4
-2a -3a^2
= -(3a^2+2a-1)
= -[3a^2+3a-a-1]
= -[ 3a(a+1) -1(a+1)]
= -[(a+1)(3a-1)]ans
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