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# In the definition of polynomial why do we write it as f(x)=anxn +an-1xn-1+.....+a1x+a0Also what is this a1x &my last question why we write the power of variable of polynomial as whole numbers only?Please expert answer my question. I shall be thankful to you.

Asked by Ananay 16th March 2017, 6:13 PM

Hi Ananya,

f(x) = anx n + an−1x n−1 + . . . + a2x 2 + a1x + a0

This a called a Polynomial Function.

Function is something that you will learn in Class XI.

But I will give you a quick understanding about the concept of function.

When you put something in a machine or in your computer or in a calculator, you expect an output or a result out of it. This process is what we call a function.

So, a polynomial function is a function such as a quadratic, a cubic, a quartic, and so on, involving only non-negative integer powers of x. It is defined like this, so we have to use whole numbers.

If we do not use whole numbers, then it will not be a polynomial function. It will be a different function.

You will understand this better when you study the chapter 'FUNCTIONS'.

Also, a1x is a polynomial which has a1 (a real number) as its coefficient and the degree of this polynomial

is 1, and so it is called a linear polynomial. Hope this clears your doubt Ananya.

Thanks.

Answered by Expert 16th March 2017, 6:44 PM

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## The rain water from a roof 22 m × 20 m drains into a conical vessel having a base of diameter 2 m and height 3.5 cm. If the vessel is just full, find the rainfall in mm.

Asked by shailesh.solanki 18th March 2018, 7:37 PM

## The rain water from a roof 22 m × 20 m drains into a conical vessel having a base of diameter 2 m and height 3.5 cm. If the vessel is just full, find the rainfall in mm.

Asked by shailesh.solanki 18th March 2018, 7:35 PM

## A wooden toy was made by scooping out a hemisphere of same radius from each end of a solid cylinder. If the height of the cylinder is 10 cm, and its base is of radius 3.5 cm, find the volume of wood in the toy. Use pie=22/7

Asked by shailesh.solanki 18th March 2018, 7:34 PM