find the zeroes of cubic polynomial p(x) =x square - x cube
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Answer:
x = 0 , 0 , 1
Note:
★ The possible values of the variable for which the polynomial becomes zero are called its zeros .
★ A cubic polynomial can have atmost three zeros .
★ To find the zeros of a polynomial , equate it to zero and find the values of x .
Solution:
Here,
The given polynomial is ;
p(x) = x² - x³
Now,
In order to find the zeros of the given polynomial p(x) , let's operate on p(x) = 0 .
Thus,
=> p(x) = 0
=> x² - x³ = 0
=> x²(1 - x) = 0
=> x = 0 , 0 , 1
Hence,
The required answer is ;
x = 0 , 0 , 1
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