Help please √x - 2 + 5 = 6
x=3
again please use parenthesis to clarify the part of the equation the square root encompasses
I DONT KNOW HOW
is x-2 inside the sqrt?
yes
this is what i meant √(x - 2) + 5 = 6
what are the steps to solving
the goal is to solve for x this means isolate x so its alone on one side this can be done by adding/ subtracting/ multiplying/ dividing /etc things to BOTH sides now the first step √(x - 2) + 5 = 6 we want to move the 5 on the left side over to the right side this can be done if we subtract 5 to both sides of the equation what happens is on the left side, 5-5 =0 so it cancels out on the left side on the right side, we get 6-5 √(x - 2) + 5-5 = 6-5 √(x - 2) = 1
the next step would be to get rid of that square root any ideas?
subtract
actually, you want to square both sides take both sides to the 2nd power
i did the rest:)
\[(\sqrt{x} )^2 = x\]
anyways once you square it you get x-2 =1 then you add 2 to both sides which cancels out the -2 on the right side to get x=3
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