if x^7+ 3x^5 +100 is divided by x-1,then find the remainder
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we will find the remainder by the remainder theorem
First we will find the zero of divisior
x-1=0
x=1
p(x)=x^7+3x^5+100
Put x=1
p(1)=1^7+3*1^5+100
p(1)=1+3+100
p(1)=104
Hence, The remainder will be 104
First we will find the zero of divisior
x-1=0
x=1
p(x)=x^7+3x^5+100
Put x=1
p(1)=1^7+3*1^5+100
p(1)=1+3+100
p(1)=104
Hence, The remainder will be 104
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