Question

Find the zero of the polynomial p(x) = 5x + √3​

Answer 1

Zeros of polynomial

5x + √3 = 0

5x = - √3

x = -√3/5 is the zero of the given polynomial

Answer 2

Given:

p(x) = 5x + √3​

To Find:

Find the zero of the polynomial

Solution:

Polynomials are a type of expression that is algebraic in nature and consists of a variable and coefficient. Just like a normal expression operations can be done in polynomial too.

Zero of the polynomial is defined as the value for which the polynomial gives zero as a result. To find the value of zero of a polynomial we equate the whole polynomial to zero and then find the value of the variable.

Given P(x)=5x+√3​

To find the zero of the polynomial,

P(x)=0

So,

$P(x)=0\\5x+\sqrt{3} =0\\5x=-\sqrt{3}\\x=\frac{-\sqrt{3} }{5}$

Hence, the zero of the polynomial is -√3​/5.