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g(-2)=(-2)^2+a•(-2)+b
5=(-2)^2+a•(-2)+b
5=4-2a+b
1=-2a+b
g(1)=(1)^2+a•1+b
5=(1)^2+a•1+b
4=a+b
-2a+b=1
a+b=4
---------- -
-3a=-3
a=1
b=3
Bentuk fungsi g(x)=x^2+x+3
Dan nilai dari g(3)=(3)^2+3+3=9+6=15
g(-2) => (-2)² + (-2)a + b = 5
g(-2) => 4 - 2a + b = 5 <======> -2a + b = 1
g(1) => 1² + 1a + b =5
g(1) => 1 + a + b = 5 <=======> a + b = 4
-2a + b = 1
a+ b = 4
-3a = -3
a = 1
a+b = 4
1+b =4
b = 3
g(x) = x² + x + 3
g(3) = 3² + 3 + 3
g(3) = 9 + 6 <=> 15