9,261 Answered Questions for the topic trigonometry
Trigonometry
02/20/22
Find the measure of each angle.
Trigonometry
02/20/22
Find the Complementary and Supplementary angle
Trigonometry Geometry
02/19/22
A kite's string is 25 feet long. The angle of elevation of the string of the kite is 32°. If a person is holding the string 3 feet above the ground, how high is the kite above the ground?
02/19/22
Angles in a unit circle word problem (2)
In Grade 10 Mathematics, you learned already that the radian measure of a central angle of a circle can be used to easily find the length of the intercepted arc of the circle. The length s of an...
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02/19/22
Angles in a unit circle word problem
The ferris wheel as shown in the figure has 12 equal parts and one unit in radius moving clockwise direction. Suppose you are at seat #1, what angle in radian measure you will take in order to...
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Can you name the quadrant in which the angle θ lies?
sin θ >0, cos θ <0
sin θ < 0, tan θ < 0
cos θ > 0, tan θ > 0
cos θ > 0, cot θ < 0
Trigonometry
02/17/22
Approximate the following sum as a single sine function. −5 sin(x) + 12 cos(x)
please show each step and how it works
Trigonometry Algebra
02/17/22
Can find the exact value of each of the remaining trigonometric functions of θ if sin θ=4/5, 90*<θ<180* ?
cos θ =
csc θ =
tan θ =
cot θ =
Can you find the exact value of each of the remaining trigonometric functions of θ, if sinθ=1/4 and tanθ>0 ?
cos θ = csc θ = sec θ = cot θ =
Trigonometry
02/17/22
Solve: tan²x = 1
Trigonometry
02/15/22
Solve triangle ABC. (If an answer does not exist, enter DNE. Round your answers to one decimal place.) a = 25, b = 34, c = 26
Trigonometry
02/14/22
Find the coordinates of R.
M(1,0) is the midpoint between R(x,y)and S(8,8). Find the coordinates of R.
Trigonometry Precalculus
02/13/22
Determine how far a boat is from shore
To determine how far a boat is from shore, two radar stations have been erected 1 mile apart on the shoreline. These stations then measure the angles out to the boat as shown in Figure 2. Find the...
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Trigonometry Precalculus
02/12/22
The Laws of Sines Cosines Two Planes
Two planes leave the same airport at the same time. One flies at 70◦ N of E at 500 mph, and the second flies at 60◦ S of E at 600 mph. How far apart are the planes after 2 hours? Draw a Picture!
Trigonometry Precalculus
02/12/22
The Laws of Sines Cosines Roof of a house
The roof of a house is pitched at a 20◦ angle. An 8 foot solar panel is to be mounted on the roof and angled at 38◦ relative to the horizontal for maximum sun exposure, as shown in Figure 4. How...
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Trigonometry Precalculus
02/12/22
The Laws of Sine Cosines 45 meter tall tower
A 45 meter tall tower is located on a hill that is inclined 25◦ to the horizontal. A guy-wire is to be attached to the top of the tower and anchored at a point 30 meters uphill from the base of the...
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Trigonometry Precalculus
02/12/22
The Laws of Sines Cosines Determine how far a boat is from shore
To determine how far a boat is from shore, two radar stations have been erected 1 mile apart on the shoreline. These stations then measure the angles out to the boat as shown in Figure 2. Find the...
more
Trigonometry Geometry
02/11/22
If sin < B = 4/5 and cos < B = 3/5, what is tan < B?
Trigonometry
02/11/22
Find two angles between 0 and 2π for the given condition. cos= -square root 3 over 2
Trigonometry
02/10/22
Approximate the first three non-negative solutions to: 3sin2(x)−2cos(x)=2
Approximate the first three non-negative solutions to:3sin2(x)−2cos(x)=2Give your answers in degrees to one decimal place.
02/10/22
Math Question (Sinusoidal function)
The peak of the full moon occurs, on average, every 29.53 days, and the approximate value of the moon that is lit can be modeled by a sinusoid. Assume that all of the moon is lit at the peak of the...
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Support Wire Connected to Sign
Hang a metal sign from a single vertical wire. The sign has a triangular shape with a base of width ‘a’, a height of ‘b’, and a hypotenuse of length ‘c’, and is oriented in an x-y plane such that...
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Average velocity for a time period
The deck of a bridge is suspended 215 feet above a river. If a pebble falls off the side of the bridge, the height, in feet, of the pebble above the water surface after t seconds is given by y =...
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