Using integration find the area of the region {(x, y): x² - 4y ≤0, y- x ≤ 0} #cbse

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y²=4x ;x²=4y using integration find area;x=0;x=4;y=0;y=4 samacheerkalvi class12 cbse icse y²=4x ;x²=4y using integration find area;x=0;x=4;y=0;y=4 samacheerkalvi class12 cbse icse
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Using integration,find the area of the region{(x,y):x²+y²≤ 2ax,y²≥ax,x,y≥o} Using integration,find the area of the region{(x,y):x²+y²≤ 2ax,y²≥ax,x,y≥o}
If the area of the region{(x,y):|4-x^2 |≤y≤x^2,y≤4,x≥0} is ((80√2)/α-β),α,β∈N, then α+β is equal to If the area of the region{(x,y):|4-x^2 |≤y≤x^2,y≤4,x≥0} is ((80√2)/α-β),α,β∈N, then α+β is equal to