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Step-by-step explanation:
There is Theorem know as polynomial remainder Theorem or Be... Theorem .It is started as-
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A polynomial f(x) is divided by a liner polynomial (x-a) leaves remainder which equals f(a)
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So,getting back to our question
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F(x) = x^4 - 2x^3+ 3x^2-ax+b
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so, when a reminder = f(1) =5 (given)
f(1) = 1^4-2x1^3+3x1^2-ax1(b=5
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= 1-2+3-a+b=5
=a-b=(-3)....... equation 1
f(-1)=(-1) ^4-2x(-1)^3+3x(-1)^2-ax(-1)+ b=19
=a+b=13 equation 2
now adding equation 1 and 2
We we'll get-
(a+b) + (a-b)=(-3) + 13
2a=10=9=5
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So, (a+b) =13 b=8
Hence , value of a and b are 5 and 8 respectively ...
DONE..
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