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Question #9902

find the values of the polynomial: p(t)=4t^+5t cube -t^+6 , at t =a

Expert's answer

p(t)=4t^4+5t ^3 -t^2+6

p(a)=4a^4+5a ^3 -a^2+6

p(a)=4a^4+5a ^3 -a^2+6

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**1.**find the sum and product of the zeroes x^+x+2**2.**for any positive integer n,prove that n cube -n is divisible by 6**3.**prove that n^-n is divisible by 2 for every positive integers n.**4.**show that n^-1 is divisible by 8,if n is a odd positive integer.**5.**find the values of the polynomial: q(y)=3y^-4y+root 11 , at y =2**6.**find the zero of the polynomial: p(x)=ax,a is not equal to 0**7.**Absolute Value Function y=|x-1|+2 What is the domain and range?

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