Multiply (x²-3) (2x-7x³+4) and write the degree of the product. Write the correct alternative answer for each of the following questions.
(A) 5
(B) 3
(C) 2
(D) 0
Answers
Answered by
30
hiii!!!
here's Ur Answer...
given :- (x²-3)(2x-7x³+4)
= x²(2x-7x³+4) - 3(2x-7x³+4)
= 2x^3 - 7x^5 + 4x^2 - 6x + 7x^3 - 12
the correct option is (a)5 as it is the highest power of the terms given in the polynomial.
hope this helps..!!
here's Ur Answer...
given :- (x²-3)(2x-7x³+4)
= x²(2x-7x³+4) - 3(2x-7x³+4)
= 2x^3 - 7x^5 + 4x^2 - 6x + 7x^3 - 12
the correct option is (a)5 as it is the highest power of the terms given in the polynomial.
hope this helps..!!
Anonymous:
Well done dearie
Answered by
54
Solution :
(x²-3)(2x-7x³+4)
=x²(2x-7x³+4)-3(2x-7x³+4)
= 2x³-7x^5+4x²-6x+21x³-12
= -7x^5+23x³+4x²-12
Therefore ,
Degree of the product = highest power
of x in the product
= 5
••••
(x²-3)(2x-7x³+4)
=x²(2x-7x³+4)-3(2x-7x³+4)
= 2x³-7x^5+4x²-6x+21x³-12
= -7x^5+23x³+4x²-12
Therefore ,
Degree of the product = highest power
of x in the product
= 5
••••
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