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Q: If a x b equals 2 b x c equals 24 c x a equals 3 and a b c are all positive what is the value of a plus b plus c?

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x=4, but this is just very basic algebra, not calculus at all.

If x equals 4 and y equals 8 to one significant figure thelowest value of x would be 3.49 (the nine is recurring and the lowest value of y would be 7.49 (the nine is recurring so the lowest over all value of the two would be 10.98 (the eight is recurring

All that can be deduced is that x + y = 14.

nothing at all

No; it is false. The sum of all the angles of a quadrilateral always equals 360o.

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A=8 B=4 C=14 Yes, I know I'm a genius. Mak - the all knowing one. MWAHAHAH!

(+)(+)=(+) (-)(-)=(+) (-)(+)=(-) (+)(-)=(-) This is all.

x=4, but this is just very basic algebra, not calculus at all.

2 plus 2 equals 4plus1 equals 5minus 1 equals 4divided by 2 equals 2plus 8 equals 1010 minus 6 equals 4so it all equals to +_____29so its 29 !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!

a=64 b=8 (x+16x+64)=(x+8)^2

Change all signs, from -7 + 8x + 41 = 90 to +7 - 8x - 41 = -90

They're all positive.

All we can deduce from that information is that k is a positive perfect square. Is that really the whole question? What?

If x equals 4 and y equals 8 to one significant figure thelowest value of x would be 3.49 (the nine is recurring and the lowest value of y would be 7.49 (the nine is recurring so the lowest over all value of the two would be 10.98 (the eight is recurring

sin(theta) reach a maximum at pi / 2 + all even multiple of 2 pi. As a result, the smallest positive value of x where y = sin(2x) is maximal is pi / 2.

All that can be deduced is that x + y = 14.

nothing at all