Question

Can some one PLEASE help me figure this equation-
((((6^2 * 10) + sqrt((5000*3) - 600)) / 4! ) * 4 ) - log(1 * 10^11)

Answer 1

Tell me if this is the correct equation you put up there.
\[[\frac{[[(6^2\times 10)+\sqrt{5000\times 3}-600]}{4!}\times 4]-\log{(1\times10^{11})}\]

Answer 2

@ladyfreaks760

Answer 3

Yea ithink so my friendis haveing trouble thats how she sent it to me

Answer 4

If yes, then solve it bit by bit. Work out the numerator of the fraction first.
\[(6^2\times 10)+\sqrt{5000\times 3}-600=?\]

Answer 5

Tell me what you get for that. And give me the answer in exact surd form.

Answer 6

@ladyfreaks760

Answer 7

Is it 69?

Answer 8

Please do not halfheartedly give out random answers. If you wanted to give out a random answer, actually try and guess. Do not guess. Actually try and solve it.

Answer 9

Seriously!

Answer 10

Ill double cheack

Answer 11

IM so confused :(

Answer 12

Never try and give me a random answer. That's not a good sign of someone trying to help their friend out when they're not trying hard enough. What's
\[6^2=?\]

Answer 13

\[(6^2\times 10)+\sqrt{5000\times 3}-600\]
\[=(36\times 10)+\sqrt{15000}-600\]
\[=360-600+50\sqrt{6}\]
\[=50\sqrt{6}-240\]
That's the numerator. now simplify the fraction.
\[\frac{50\sqrt{6}-240}{4!}=\frac{50\sqrt{6}-240}{1\times 2\times 3\times 4}\]

Answer 14

I've just done about half of the dirty work. You should comply with that and actually do some yourself.