write two similarities in between zeros of polynomial and roots of a quadratic equation
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There is NO DIFFERENCE between a root and a zero technically if u see.
Write a function like an equation : as follows
P(x) = x² -25 This is a function
x² - 25 = 0 This is an equation
Solve it now.
=> x² = 25
=> x= +,- 5
So, here we say +,- 5 are zeroes of p(x)
But, we say +,- 5 are roots of the equation
(1)Zeroes of a polynomial p(x)are those values of x for which p(x) =0
(2) Roots of an equation are the solution of the equation.
Write a function like an equation : as follows
P(x) = x² -25 This is a function
x² - 25 = 0 This is an equation
Solve it now.
=> x² = 25
=> x= +,- 5
So, here we say +,- 5 are zeroes of p(x)
But, we say +,- 5 are roots of the equation
(1)Zeroes of a polynomial p(x)are those values of x for which p(x) =0
(2) Roots of an equation are the solution of the equation.
Answered by
0
Answer:
Step-by-step explanation:
(1)Zeroes of a polynomial p(x)are those values of x for which p(x) =0
(2) Roots of an equation are the solution of the equation.
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