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int_{4}^{2}=-int_{1}^{4}-int_{0}^{1}+int_{0}^{2}
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\[\int_{4}^{2}=-\int_{1}^{4}-\int_{0}^{1}+\int_{0}^{2}\]??
yes
easier to consider \[\int_{2}^{4}=\int_{1}^{4}+\int_{0}^{1}-\int_{0}^{2}\]
and then it is more obvious
since \[\int_1^4+\int_0^1=\int_0^4\]
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and \[\int_2^4=\int_0^4-\int_0^2\]
plug in the numbers?
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