The curves $y = \sqrt{2x+3}$ and $y = x$ define together with the $x$-axis an area. Determine the exact value of the specific area.
How do you solve?
The curves $y = \sqrt{2x+3}$ and $y = x$ define together with the $x$-axis an area. Determine the exact value of the specific area.
How do you solve?
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Area you're supposed to find is $\int_{-1.5}^3 \sqrt{2x+3}- \int_0^3{x}$