If (3a + 1)2 + (b − 1)2 + (2c − 3)3 = 0, then the value of (3a+b+2c) is equal to:
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(3a+1)²+(b−1)²+(2c-3)³=0
(3a+1)²=0
3a=-1
a= -1/3
(b-1)²=0
b-1=0
b=1
(2c-3)³=0
c= 3/2
∴3a+b+2c (We need to evaluate this)
=3×(-1/3)+1+3/2×2 (Substituting the values we just found)
= -1+1+3
=3
The final answer=3.
Hope this helps!
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