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The length of a straight line from a point then and second the angle

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Q: What is the value of area in spherical polar coordinate?
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What is the Derivation for area of a sphere using spherical coordinate?

yar is ka ans to muje b nai pata ab kia karain


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There is a beautiful proof of Euler's Therom, using the area of the sphere and spherical geometry.


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What kind of map does a polar projection map show?

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What is the greatest area of a rectangle with a perimeter of 50?

P = 2(L + W) 50 = 2(L + W) 25 = L + W Let L = x, so W = 25 - x A = LW A = x(25 - x) A = -x2 + 25x Since the parabola that represents the above equation opens downward, we have a maximum point (the y-coordinate value of the vertex of the parabola, gives us the maximum value of the area). vertex x-coordinate value = - b/2a = - 25/-2 = 25/2 vertex y-coordinate value = -(25/2)2 + 25(25/2) = - 252/4 + 252/2 = - 252/4 + 2(252)/4 = 252/4 = 156.25 Thu, the maximum area will be 156.25 unit2.


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