FInd the area of region enclosed by the given curves
y=x+5
y^2=x
y=2
y=-1

what I did was sliced it to parts. from o to -1 and 0 to 2
did I do it right?
top half delta y and bottom delta x

Question

FInd the area of region enclosed by the given curves
y=x+5
y^2=x
y=2
y=-1

what I did was sliced it to parts. from o to -1 and 0 to 2
did I do it right?
top half delta y and bottom delta x

freckles · Answer

hello are you here?
I would start off with a drawing first

freckles · Answer

$$\int\limits_{-1}^{2} (\text{ \right }-\text{ \left } )dy$$

anonymous · Answer

yes I understand that and I wanted to split it in half at y=0 and take areas separately would that work? @freckles

freckles · Answer

yes but why do that?

freckles · Answer

seems much easier just to do one integral 
$$\int\limits_{-1}^2 (y^2-(y-5)) dy$$

anonymous · Answer

I guess I am just over thinking it. because today my teacher was talking about splitting integrals too for some equations

freckles · Answer

well you have a x=y^2 is right of x=y-5
so x=y^2 is greater than x=y-5

freckles · Answer

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