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How to simplify: √c (3 + 2√5) I got 5√5c but it said that was wrong, so I'm not sure where I've messed up.
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u mean\[\sqrt{c(3+2\sqrt{5})}\] ?
If you distirbute "c," you get: SQRT(3*c + 2*c*SQRT(5))
You cannot add a non-radical term to a radical term. so the 3 stays separate from the 2rad5.
All you can do is multiply the expression on the outside to each of the two terms on the inside.
The equation is unclear. Is it the square root of just "c," or is it the square root of the entire equation?
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The attachment shows what I see as the problem and the solution.
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