Let the area of the region \{(x, y): x-2 y+4 \geq 0, x+2 y^2 \geq 0, x+4 y^2 \leq 8, y \geq 0\} be \frac{m}{n}, where m and {\n} are coprime numbers. Then {\m}+ {\n} is equal to__ [27-Jan-2024 Shift 1]

Area Under The Curves Part 2

Section: Mathematics

Question : 50 of 61

Marks: +1, -0

Let the area of the region {(x,y):x−2y+4≥0, x+2y2≥0,x+4y2≤8,y≥0} be ‌

, where m and n are coprime numbers. Then m+n is equal to__

[27-Jan-2024 Shift 1]

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