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how would i work this out? Use a definite integral to find an expression that represents the area of the region between the given curve and the x-axis on the interval [0, b]. y = 10x
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|dw:1337897465804:dw|
That is the area of the triangle confined by the line \(y=10x\) and the x-axis, for \(x\) between 0 and b.
yes it is... as required by the problem...
that would be a positive 10x correct?
how would i work the same problem but with y=6x^2??
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find the area under 6x^2?
same limits?
All your integral question is based on x^n, use it! ∫ 10x dx NOT equal to 10x
yes, same limits...
|dw:1337900927755:dw|
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