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This question cannot be answered sensibly. A square foot is a measure of area, with dimensions [L2]. A metre is a measure of distance, with dimensions [L]. Basic dimensional analysis teaches that in most cases you cannot convert between measures with different dimensions without additional information.

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14y ago
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4mo ago

One square foot is equal to 0.0929 square meters.

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Q: How many meters is equals to 1 sqr feet?
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How many sqr ft in 80 in?

You can't convert that. Those units measure different things.


What is the impact velocity of a rock thrown horizontaly from a cilff?

The impact velocity of a rock thrown horizontally from a cliff will depend on the height of the cliff and the initial velocity at which it was thrown. If air resistance is neglected, the velocity of impact will be equal to the horizontal component of the initial velocity.


How much power is consumed by a load drawing 10A with 120 V across it?

The power consumed by a load can be calculated using the formula P = V x I, where P is power (in watts), V is voltage (in volts), and I is current (in amperes). In this case, the power consumed would be 120 V x 10 A = 1200 watts.


Why a larger rain drop falls faster than a small rain drop?

Considering the rain droplets as spherical body. We have two forces acting on the rain drop when it is falling through the sky, namely the resistance force due to friction(drag force)upwards and its weight downwards. Th rain drop falling from such distance attain a terminal velocity while falling i.e their speed becomes constant after sometime. This happens when the drag force equals the weight of drop,, this happens because drag force increases with velocity of the drop. Drag force= .5*rho*v2*A(frontal area)*Cd(coefficient of drag) Weight=m*g=rho*volume of spherical drop=rho*4/3*r3. When we equalize it, we get the Terminal Velocity(v) varying directly as sqr of r(radius of drop) So larger drop means, larger terminal velocity and hence less time taken for falling. So larger rain drop falls faster.


How many miles is between Jupiter and Saturn?

A definitive answer cannot be given to that question. As the planets orbit the sun, their distances from each other are constantly changing. At their closest Jupiter and Saturn would be about 403,000,000 miles from each other.