The domain of the function $y=\ln \left((2 x-3) x^{2}\right)$ is
A) all $x0$ except for $x=\frac{3}{2}$
B) all $x\frac{3}{2}$
D) all $x0$

Name: The domain of the function $y=\ln \left((2 x-3) x^{2}\right)$ is A) all $x>0$ except for $x=\frac{3}{2}$ B) all $x>\frac{3}{2}$ D) all $x>0$
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Question

The domain of the function $y=\ln \left((2 x-3) x^{2}\right)$ is
A) all $x>0$ except for $x=\frac{3}{2}$ 
B) all $x>\frac{3}{2}$ 
D) all $x>0$

Quizplus · Accepted Answer

The Answer of The domain of the function $y=\ln \left((2 x-3) x^{2}\right)$ is
A) all $x>0$ except for $x=\frac{3}{2}$ 
B) all $x>\frac{3}{2}$ 
D) all $x>0$

The Domain of the Function y=ln⁡((2x−3)x2)y=\ln \left((2 x-3) x^{2}\right)y=ln((2x−3)x2) Is A) All

The Domain of the Function $y=\ln \left((2 x-3) x^{2}\right)$ Is
A) All