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When a wave with a height of 5 feet and a wavelength of 10 feet would have a wave base of what?
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What is the wave base of a wave with a height of 5 feet and a wavelength of 10 feet?
The wave base is typically half the wavelength of a wave. In this case, with a wavelength of 10 feet, the wave base would be around 5 feet deep. This is the depth below which water particles are not significantly affected by the wave passing above.
What is the wave base of a wave if the height is 5ft and the wavelength is 15ft?
The wave base is typically calculated as half the wavelength, which would be 7.5 feet in this case. The wave base represents the depth at which water movement caused by the wave becomes negligible.
When a wave with a height of 5 feet and a wavelength of 15 feet has a wave base of?
The wave base of a wave is typically half of the wavelength, so in this case, the wave base would be 7.5 feet deep. The wave base represents the depth at which water is affected by the wave's orbital motion and is used to calculate wave energy and erosion potential.
Square base with edge 15 feet and volume 1350 cubic feet?
The volume of a square pyramid is given by the formula V = (1/3) * base area * height. Since the base is a square, the base area is given by side^2, where side is 15 feet in this case. Let the height be h. We are given that the volume is 1350 cubic feet. Thus, we can set up the equation (1/3) * 15^2 * h = 1350 and solve for h to find the height of the pyramid.
If the height of a cylindrical barrel is reduced from 12 feet to for feet what happens to the vlume of the barrel?
The volume of the cylindrical barrel would decrease since the volume of a cylinder is directly proportional to its height. The volume would decrease by a factor of 9/16, since volume is calculated by multiplying the base area (πr^2) by the height.
If a wave has a height of 5 feet and a wavelength of 10 feet what is the wave base?
Tha wave base would be about 5 feet, as it is about 1/2 of the wavelength.
For a wave with a height of 10 feet and wavelength of 20 feet what is the wave base?
The wave base (the depth at which water moves) would be about 10 feet, or 1/2 the wavelength.
What is the wave base for a wave with a height of 5 feet and a wavelength of 15 feet?
A wavelength of 15 feet yields a base of about 7.5 feet. The wave base of a wave (the depth to which it moves water) is about 1/2 the wavelength.
What is the wave base of a wave with a height of 5 feet and a wavelength of 10 feet?
The wave base is typically half the wavelength of a wave. In this case, with a wavelength of 10 feet, the wave base would be around 5 feet deep. This is the depth below which water particles are not significantly affected by the wave passing above.
A wave with a height of 5 feet and a wavelength of 10 feet has a wave base of?
5
A wave with a height of 5 feet and a wavelength os 15 feet has a wave base of?
7.5 feet
What is the wave base of a wave if the height is 5ft and the wavelength is 15ft?
The wave base is typically calculated as half the wavelength, which would be 7.5 feet in this case. The wave base represents the depth at which water movement caused by the wave becomes negligible.
When a wave with a height of 5 feet and a wavelength of 15 feet has a wave base of?
The wave base of a wave is typically half of the wavelength, so in this case, the wave base would be 7.5 feet deep. The wave base represents the depth at which water is affected by the wave's orbital motion and is used to calculate wave energy and erosion potential.
What is the area of a parallelogram that has the base of 2.5 feet and height of 1.25 feet?
Parallelograms have an area of the base times the height, so for this one it would be 2.5*1.25 or 3.125.
A wave with height of 10 feet and a wavelength of 20 feet has a wave based of?
10 feet
What are poossible base and height for a parallelogram with a area of 45 ft please explain?
A possibility would be A base of 8 feet and height of 5 feet. To find an area you simply multiply the length by the width, or in this case the base and height. 8x5=45.
What if A triangle has an area of 182 square feet and a height of 13 feet what is the length of the base?
To find the length of the base, you would have to multiply 182 by 2, then divide that by 13. The answer would be 28 feet for the length of the base.
