Question

Find the zeros of the function y=4x^2-11x+6
Please help!

Answer 1

that's same.

Answer 2

zeros is factor then equate to zero right @saifoo.khan ?

Answer 3

What're the steps to finding the zeros of this function?

Answer 4

you can factorize or use the quadratic formula

Answer 5

4x^2-11x+6= 4x^2-3x-8x+6=x(4x-3)-2(4x-3)=(4x-3)(x-2)
so, y =0, when either 4x-3=0 ie x=3/4 or x-2=0 ie x=2

Answer 6

Let
\[4x ^{2}-11x+6=0\]
\[4x ^{2}-8x-3x+6=0\]
\[4x(x-2)-3(x-2)=0\]
\[(x-2)(4x-3)=0\]
Therefore either x-2=0 or 4x-3=0
x=2 or x=3/4