0
Add your answer:
Earn +20 pts
What is the Derivation for area of a sphere using spherical coordinate?
yar is ka ans to muje b nai pata ab kia karain
What are two uses for spherical geometry?
There is a beautiful proof of Euler's Therom, using the area of the sphere and spherical geometry.
Area of triangle in coordinate geometry?
yes
How to Maximize volume given surface area?
make it spherical
What is the surface area of a spherical tank having a radius of 25cm?
The area of a sphere is Area = 4(pie)r^2 If this is a cylinrical tank with spherical ends you need the length. The area of the cylinder part is (pie)r^2 x length then add to area of sphere
Why small water drops are spherical in shape?
Small water drops are spherical in shape due to surface tension. Surface tension is a property of liquids that causes them to minimize their surface area, resulting in a spherical shape for small droplets as it is the shape that has the lowest surface area. This is why small water drops tend to form perfect spherical shapes.
What is the area of Polar Bear Pass National Wildlife Area?
The area of Polar Bear Pass National Wildlife Area is 2,675 square kilometers.
Where are the tropics and polar region found?
Tropics- area near equator polar- area closer to the poles
What is the Formula for total surface area of a spherical shell?
3πR2 + πr2
What physical phenomenon cause the spherical shape of raindrops?
The spherical shape of raindrops is due to surface tension, which causes water molecules to be pulled towards each other, minimizing surface area. This results in a spherical shape, as it has the smallest surface area for a given volume.
What kind of map does a polar projection map show?
Polar Area
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.
