Question

Which choice is equivalent to the quotient below when -2s x< 2? 14-x? v5 2 - x O A. 1 OB. +2+ x O c. w2+x-x O D. 12-*

Answer 1

we have the quotient

`\frac{\sqrt[]{4-x^2}}{\sqrt[]{2-x}}`
`\frac{\sqrt[]{4-x^2}}{\sqrt[]{2-x}}=\sqrt[]{(4-x^2)/(2-x)}=\sqrt[]{((2-x)(2+x))/(2-x)}=\sqrt[]{2+x}`

therefore

the answer is option B