nuit be addad to4x4+x1So that theu 8

1.	nuit be addad to4x4+x1So that theu 8
Answer» p( x )= 4x⁴+ 2x³- 2x²+x -1 g(x )= x²+2x-3 x²+2x-3)4x⁴+2x³-2x²+x-1(4x²-6x+22 4x⁴+8x³-12x²______________________-6x³+10x²+x -6x³-12x²+18x___________________ 22x²-17x-1 ____________________-61x+65 The remainder = -61x +65 Now we have to add 61x -65 to p(x) So that the resulting polynomial is divisible by g( x ) thanks

Answer»

p( x )= 4x⁴+ 2x³- 2x²+x -1

g(x )= x²+2x-3

x²+2x-3)4x⁴+2x³-2x²+x-1(4x²-6x+22

4x⁴+8x³-12x²______________________-6x³+10x²+x

-6x³-12x²+18x___________________

22x²-17x-1

____________________-61x+65

The remainder = -61x +65

Now we have to add 61x -65 to p(x)

So that the resulting polynomial is

divisible by g( x )

thanks

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