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Evaluate the Integral
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\[\int\limits_{0}^{2}\left| 2x-3 \right|dx\]
find the anti derivative of 2x-3 so \[\frac{ 2x^{1+1} }{ 1+1} +3x\] Then you plug in 2 and 0 into x and subtract
think of the graph... what kind of graph is it? Where is the vertex?
@m.lupe95 is not taking into account that the integrand is an absolute value function. The integral will (in this case) need to be broken into two integrals, each with different limits of integration and different integrands.
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