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Given the integral from [1,4] of f(x)dx=1, the integral from [2,4] of f(x)dx=5, and the integral from [1,6] of f(x)dx=6: find the integral from [4,6] of f(x)dx.
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Try to interpret integral as area.
Okay. I would know what to do if I had an integral from [4,5] and [5,6] for example. I'd just add them up. But this is confusing me.
you may need to subtract
[1,4] + [4,6] = [1,6] So how we can get integral over [4,6] ?
AH, ok. SO I would subtract [1,4] from [1,6] then.
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Great :)
Thanks, watch.
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