Question

write the index form of the polynomial using variable X from its Coefficient from (6,1,0,7)

Answer 1

Answer:following is the index form.....

6x^3+x^2+0x+7=0

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Step-by-step explanation:

Answer 2

Answer:

The required index form of the polynomial is

$6x^3+x^2+7$

Step-by-step explanation:

Given : The polynomial using variable X from its Coefficient from (6,1,0,7).

To find : Write the index form of the polynomial ?

Solution :

The given representation is the coefficient form of the polynomial.

The first coefficient denotes the highest power of the variable and the power of last term is always zero.

So the index form is as follows:

$6\times x^3 + 1\times x^2 + 0\times x +7$

$6x^3+x^2+7$

Therefore, The required index form of the polynomial is

$6x^3+x^2+7$