Math, asked by ghazalairfan, 1 month ago

Find a quadratic polynomial whose sum and product of the zeroes are 17 and 30 respectively.

Answers

Answered by sabnammustari2006
0

Answer:

Sum of zeroes:-17

Product of zeroes:-30

The quadratic polynomial :- x²-17x+30

And that's all your answer

Answered by rkushwaha8127
0

Answer:

given :-

sum of the quadratic polynomial is  = 17

product of the quadratic polynomial is  = 30

To Find :-

We have to find the quadratic equation

\sf\huge\bold{\underline{\underline{{Solution}}}}

Solution :

Quadratic equation can be find by given formula:

x²-(sum of its zeroes)x + product of its zeroes

Sum of its zeroes = 17

product of its zeroes = 30

Now,put values into formula

= x²-(17)x+(30)

=  x²-17x + 30

Hence,x²-17x + 30 is the required quadratic polynomial

Step-by-step explanation:

Similar questions