Use the sine ratio to find the height of the kite:
sine = opposite (height of kite with the horizontal) divided by the hypotenuse (the string)
Rearrange the formula:
sine*hypotenuse = opposite
sine 25 degrees*150 = 63.39273926 feet
Height of kite above the ground: 63.39273926+4.5 = 67.89273926 feet
Therefore the kite is 68 feet above the ground to the nearest foot
It is an indication that the string of digits under the horizontal line repeats for ever.
The leg opposite the 58 degree angle is the height of the kite above the ground. So, the leg is 36 ft.
Put a peg in the ground where you want the centre of the circle. Tie a string to the peg - loose enough so tat the string is free to rotate around the peg. Measure 5 metres along the string, from the peg, and at that point tie something that will mark the ground - a stick, for example. Walk around the central peg, holding the stick to the ground and keeping the string taut.
you can take a thin stick or other cylindric object and jab it into the ground. it has to be stiff. now take some string and tie one end around the stick so it would hang a little loose. on the other end attach another stick, but don't stick it in the ground. Now pull the string in one direction until its tight, but the stick not in the ground onto the ground and walk around in a circle, always keeping the string taught.
OK, it does. What of it? What precisely is your question?
43.3
To find the rate at which Jon must let out the string, you can use the Pythagorean theorem to relate the horizontal and vertical distances. The kite, string, and ground form a right triangle. At this point, the string length is 500 feet, and the vertical height from Jon to the kite remains at 300 feet. We can then compute the rate at which Jon should let out the string.
A small sphere of charge q = +68 uC and mass m = 5.8 g is attached to a light string and placed in a uniform electric field E that makes an angle O = 37 degrees with the horizontal. The opposite end of the string is attached to a wall and the sphere is in static equilibrium when the string is horizontal.(a) Find the magnitude of the electric field.(b) Find the tension in the string.
It is an indication that the string of digits under the horizontal line repeats for ever.
Slope is the angle compared with the horizontal, where the horizontal is 90° to the vertical, which can be measured with a plumb line. So, put a weight on a string, measure the angle of the string to the angle you are measuring, subtract 90° and that will give you the slope.
A level is a tool that is placed on a solid surface. There is a string hanging on the level, and if it tilts, the surface isn't an even horizontal surface. If the string doesn't tilt, the surface is even.
Two objects or structures within the environment that have horizontal edges are the floor and a string.
There was a loose string on my shirt. A string of people came out of the restaurant. The worm looked like a small string on the ground.
He finds a small piece of string.
a longitudinal wave
The leg opposite the 58 degree angle is the height of the kite above the ground. So, the leg is 36 ft.
Put a peg in the ground where you want the centre of the circle. Tie a string to the peg - loose enough so tat the string is free to rotate around the peg. Measure 5 metres along the string, from the peg, and at that point tie something that will mark the ground - a stick, for example. Walk around the central peg, holding the stick to the ground and keeping the string taut.