. Find the area of the region enclosed by the graphs of y = 3/x and y = 4-x
area:
A=∫13(4−x)dx−∫13(3/x)dx=(4x−x2/2−3lnx)∣13=A=\int^3_1(4-x)dx-\int^3_1(3/x)dx=(4x-x^2/2-3lnx)|^3_1=A=∫13(4−x)dx−∫13(3/x)dx=(4x−x2/2−3lnx)∣13=
=12−4.5−3ln3−3.5=4−3ln3=0.704=12-4.5-3ln3-3.5=4-3ln3=0.704=12−4.5−3ln3−3.5=4−3ln3=0.704
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