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12y ago

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Which one is greater length 4 ft 4 in or 56?

Which has a greater length 4ft or 4in or 56in


Find the area of a rectangle whose diagonal is 10 feet long and makes a 55 degree angle with one of the sides?

A rectangle = LW If the diagonal of length of 10 ft makes a 55⁰ angle with length L, then the length of width W equals to 10 sin 55⁰ ft, and the length of L equals to 10 cos 55⁰ ft. So that A = LW = (10 sin 55⁰ ft)(10 cos 55⁰ ft) ≈ 47 ft2


Which is greater 10560 ft or 3520 yd?

They are the same length.


Is 2 yd 2 ft greater than 10 ft?

no


Find the length of the diagonal of a rectangle that has a length of 16 ft and width of 10 ft?

18.9 feet


Which one is greater 90 ft or 3 yd?

90 ft is greater. Much greater!


Is 25 yard greater or less than 75 ft?

It is the same length.


What is the volume if the length is 10 ft the width is 5 ft and the height is 6 ft?

38


What is cubic feet of a 10'x10'X8'?

Any length you want (greater than zero).Or to put it another way:cubic feet are a measure of volume; whereashow long something is is a measure of lengththey measure different things.If you have a 10 cu ft box, 1 ft by 2 ft by 5 ft which side represents how long it is?Alternatively, the 10 cu ft box could be 4 in (1/3 ft) x 10 ft by 3 ft; now how long is it?


The radius of curvature is 10 ft and the height of the segment is 2 ft what is the length of the chord?

To find the length of the chord, you can use the formula for the length of the chord in a circle segment: Chord length = 2 * sqrt(r^2 - h^2) where r is the radius of curvature (10 ft) and h is the height of the segment (2 ft). Plugging in these values, you get Chord length = 2 * sqrt(10^2 - 2^2) = 2 * sqrt(96) = 2 * 4 * sqrt(6) = 8 * sqrt(6) ft.


What is the perimeter of a regular pentagon with a side length of 10 ft?

50 ft


The fluid pressure 10 ft underwater is the fluid pressure 5 ft underwater?

No, the fluid pressure increases with depth underwater. The pressure at 10 ft underwater will be greater than the pressure at 5 ft underwater due to the weight of the water above exerting a greater force at greater depths.