t(x)=-x²+7x+1 and r(x)=5x²-2x+8,find (t-r)(2).
t(x)=−x2+7x+1t(x)=-x^2+7x+1t(x)=−x2+7x+1 and r(x)=5x2−2x+8r(x)=5x^2-2x+8r(x)=5x2−2x+8
(t−r)(x)=−x2+7x+1−(5x2−2x+8)=−x2+7x+1−5x2+2x−8=−6x2+9x−7(t-r)(x)=-x^2+7x+1-(5x^2-2x+8)=-x^2+7x+1-5x^2+2x-8=-6x^2+9x-7(t−r)(x)=−x2+7x+1−(5x2−2x+8)=−x2+7x+1−5x2+2x−8=−6x2+9x−7
(t−r)(2)=−6⋅22+9⋅2−7=−24+18−7=−13(t-r)(2)=-6\cdot 2^2+9\cdot 2-7=-24+18-7=-13(t−r)(2)=−6⋅22+9⋅2−7=−24+18−7=−13
Answer: (t−r)(2)=−13.(t-r)(2)=-13.(t−r)(2)=−13.
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