The number of zeros of `x^2+4x+2`

The graph of the polynomial p(x) cuts the x-axis at 2 places and touches it at 4 places. The number of zeroes of p(x) is

Assertion : The degree of the polynomial (x-2)(x-3)(x+4) is 4 . Reason : The number of zeroes of a polynomial is the degree of that polynomial .

If x=(123456789)(76543211)+(23456789)^(2) then the number of zeros in root(4)(x) is :

What is the number of zeroes of the polynomial 3x^2+7x-5 ?

The number of roots of the equation,2^(x)-1-sqrt(4-x^(2))=0( A) one (C) zero (B) two

The zeroes of 3x^(2)+1-4x are :

The number of zeroes that polynomial f(x)=(x-2)^(2)+4 can have is:

The zeroes of 3x^(2)-4-x are :

The number of value of k for which the linear equations 4x+k y+2z=0k x=4y+z=0 2x+2y+z=0 posses a non-zero solution is- a. 1 b. \ zero c. \ 3 d. 2

Statement:1 The number of real solution of the equation sinx = 4^(x) + 4^(-x) is zero. And Statement-2: |sinx| lt 1 AA x in R .