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Find the non-extraneous solutions of sqrt(x+9)-5=x+4 Choices: x=-2 x=-9 and x=-2 x=9 x=-9
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\[\huge\rm \sqrt{x+9} -5 = x+4\] is it ur question ? -5 is not under the rooot tight ?
I would think so, given the brackets
just wantd to confirm it okay then first add 5 both side and then take square both side
I'm so confused on how to do this problem
\[\huge\rm \sqrt{x+9} -5 = x+4\] is it ur question ? add 5 both side
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sqrt{x+9}=x+9
yep now take square both side so you can cancel out square root from left side
would you times each side by 2?
No times by two but raise it to the 2nd power
|dw:1427325302021:dw| like this left side square and square root can cancel out right side (x+9)^2 is same as (x+9)(x+9) so foil (x+9)(x+9)
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