Wyznacz a oraz b wiedząc, że: W(x)=x^{3}-ax^{2}+bx-8 oraz W(1)=0 W(-1)=-32
W(x)=x^{3}-ax^{2}+bx-8
W(1)=0 W(-1)=-32
W(1) = - a* + b*1 - 8 = 1-a+b-8 = -a+b-7
-a+b-7 = 0
-a+b = 7
W(-1) = - a* + b*(-1) -8 = -1-a-b-8 = -a-b-9
-a-b-9 = -32
-a-b = -23
-2a = -16
a=8
b=7+a=7+8=15
b=15
SPR. -a+b = 7 -8+15 = 7
-a-b = -23 -8-15 = -23
Mamy tutaj po prostu układ równań :)
Pozdrawiam.
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W(x)=x^{3}-ax^{2}+bx-8
W(1)=0 W(-1)=-32
W(1) = - a* + b*1 - 8 = 1-a+b-8 = -a+b-7
-a+b-7 = 0
-a+b = 7
W(-1) = - a* + b*(-1) -8 = -1-a-b-8 = -a-b-9
-a-b-9 = -32
-a-b = -23
-2a = -16
a=8
b=7+a=7+8=15
b=15
SPR. -a+b = 7 -8+15 = 7
-a-b = -23 -8-15 = -23
Mamy tutaj po prostu układ równań :)
Pozdrawiam.