Find the true bearing of A from O.

Q: The real part of cot(1 + j2) is.

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Q: 6. Consider the point A. 32 A 6a Find the true bearing of A from O. Bearing - Enter your nexd atep…

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Q: Find the angles between the vectors to the nearesthundredth of a radian. u = 2i + j, v = i + 2j - k

A: Now,

Q: (끌-이 / t COT

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Q: Use the figure to find the specified vector number 47

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Q: Find a cofunction with the same value as cot 58°.

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Q: Find the cos of angle T. A. O 7/24 O 24/7 C24/25 7/25 25 24

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Q: Find the angle θ between the vectors a=5i−j−4k and b=2i+j−4k. Answer (in radians)

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Q: Find the angles between the vectors to the nearesthundredth of a radian. u = 2i - 2j + k, v = 3i +…

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Q: 3. Write each quadrant bearing as an equivalent true bearing. N50°W

A: We have to discuss about quadrant equivalent to N50oW.

Q: 3n Find the unit vector that makes an angle (0 = with the positive x-axis.

A: Hello. Since your question has multiple parts, we will solve first question for you. If you want…

Q: Whats the bearing of xqY? E 108°

A: Solution is written in below steps.

Q: А D. В

A: In the given image,  For first vector, direction is pointed towards point B, through A. So, this…

Q: Rearrange the formula to make v the subject. V - u t = a %3D V =

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Q: 2. Write each true bearing as an equivalent quadrant bearing. 138°

A: 2nd quadrant

Q: Suppose θ(t) measures the angle between a clock’s minute and hour hands. What is θ'(t) at 3 o’clock?

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Q: find tan A and tan B

A: We can use the concept of Pythagoras theorem in order to solve the given problem.

Q: Find the bearing from O to A. The bearing from O to A is OI'I: N

A: Given data÷

Q: Use the figure shown to find the bearing from O to A.

A: Given

Q: in the third quadrant, and x is in the fourth quadrant;

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Q: A ship leaves port at 8 knots (nautical miles per hour) heading N24°W. After 2 hr, it makes a 90°…

A: Given Ship leave port at 8knots N24°W after 2 hour it makes 90° clockwise to N66°E and travels for…

Q: 2. Write each true bearing as an equivalent quadrant bearing. а. 82°

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Q: Convert each angle in degrees to radians.Express your answer as a multiple of π .   1. 135° 2. 210°…

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Q: Consider the point A. 31 11a Find the true bearing of A from O. Bearing = Enter your next step here

A: The true bearing to a point is the angle measured in degrees in a clockwise direction from the north…

Q: 18. Convert from degrees to radians. Use T = 3.14. Round your answer to three decimal places. 3° =.…

A: Given :3°

Q: Express u in terms of degrees, minutes, and seconds, to the nearest second.

A: To express θ=5 radians in terms of degrees, minutes, and seconds to the nearest second. recall that…

Q: Find the magnitude of v. v = 5i ||v|| %3D II

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Q: and z in radian and measurement BC, BE and DF A

A: in △DEF apply Pythagoras theoremDF2=EF2-DE2 ' DF=4a2-a2DF=3 a

Q: Calculate the cosine of the angle which the vector 2i+2j-k makes with the positive x-axis

A: Given: find the cosine of the angle which the vector 2i+2j-k makes with positive x axis

Q: Find the bearing from O to A. W ►E A 70 °

A: Given the angle

Q: Calculate the angle between the vectors and . Write your final answer in radians, either as an…

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Q: Express the following measure in radians. 675° 15 71/2 15 1/4 15 71/3

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Q: (a) Find the bearing from 0 to A. The bearing from O to A is

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Q: Find the angles between the vectors to the nearesthundredth of a radian. u = √3i - 7j, v = √3i + j -…

A: Given:u=3i-7jv=3i+j-2kAngle:cosθ=u→.v→u→.v→

Q: Find the exact value of sec 30°.

A: The main objective is to find the value of sec 30°. It is known that the secant function is…

Q: nd the an

A: Here we have, u→=cosπ3i+sinπ3j ........................................ (1)  v→=cos3π4i+sin3π4j…

Q: Find the magnitude of v.     v = 4i

A: Given v = 4i

Q: Let P be the point to the point (cose

A: Topic:-  trigonometry

Q: use the figure to find the specified vector. Number 46

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Q: 1. Find the angle that the vector V = makes with the positive x axis.

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Q: State the vector quantities shown on the image below. AB = ( CD = ( D.

A: Given query is to find determine the vector quantities.

Q: In what quadrant will θ terminate if sec⁡ θ is positive and csc⁡ θ is negative?

A: We know that in quadrant IV, cosθ is positive and sinθ is negative. Now we have,…

Q: 45 m 20 m 3 m

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Q: Find the bearing from O to A. The bearing from O to A is

A: NOTE: Refresh your page if you can't see any equations. . here vector OA is in the southwest…

Q: Find the magnitude and the corresponding unit vector

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Q: Find the sine, cosine, and tangent of ZT. 29 20 21 29 21 29 a. 21 20 21 C. 29 29 20 21 20 20 21 20…

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Q: Which of the following is a tangent? EC AB ED BW

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Q: Determine the quadrant in which e lies. csc(0) > 0, tan(0) < 0 O I O I O III O IV

A: This question can be answered using All-sin-tan-cos rule. This is explained in step 2.

Q: (1.아

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