7 45° y.

Q: Michael is directing Donny and Leo on where they should add the finishing touches on their magnum…

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Q: 220° 12 сm 70° X =

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Q: 72° 6. Type your answer..

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Q: 10 39° type your answer..

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Q: 45° 6, :: 9 :: 9/2 9/2 2 :: 18 :: L - J

A:

Q: In the diagram below, yy and yz are tangent to O. Which equation could be solved to find y, the…

A: Consider

Q: Determine the values of x and y. 7s

A: Given problem:-

Q: 16 mi 60°

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Q: 50° 62° Column A Column B 1. a. 50 y%3D b. 25 C. 62 d. 124 e. 31 f. 100 g. 248 2. 3.

A: We have to find x y z

Q: 16° 162°

A:

Q: 3. Find the m/C. Round to the nearest hundredt B A 12 C 40° 18 a

A: Given :side a=18side c=12m∠A=40°

Q: J. 51° K 1. marcHI 2. marcKJH 3. marclJ 4. marcGH 5. marcKGH 6.marcKG

A: Given: Central angles of arcKJ , arcHI, and arcGH is equal

Q: m21 260 Measure of <1=

A: We can see the figure here, tangent t making an angle with a chord of the circle. We know that when…

Q: 4 2 31 A +B = 7. -1 4 11

A: Addition of two matrices of same order is to add the same entries from the corresponding matrices.…

Q: Find the length of the hypotenuse.

A:

Q: Refer to the diagram shown. T. 35 25° M N. P 6 Q R What is MNT?

A: Given, A triangle diagram  We have to find the value of  m∠MNT

Q: find tan A and tan B

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

Q: 5. Find mCDE D C E B F 20° A

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Q: 12 N on a bearing of 30° and 15 N on a bearing of 140°

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Q: Find x rounded to one decimal place. 92 60° 30°

A: formula used tanθ= perpendicularbase

Q: А b C с = a = 17 12,2° 24 - В

A: The figure of the triangle is given by To determine: The value of b Formula Used: b = a2+c2-2ac…

Q: 60° 30° : 6/3 3/3 :: 3 :: : 12 6/3 : V3

A: The given triangle is right angled triangle whose hypotenuse is: 6

Q: 58° 64 AL 11. m2 а. 26 b. 32 С. 64 d. 58

A: Given, A figure ABCD  We have to find the m∠2

Q: 14. C D 580 A B.

A: To determine: Value of y in the given figure.

Q: d. cos 270° e. tan f. sec (60°)

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Q: What are the new coordinates of point P after the transformation?, take the following values: θ1 =…

A: For the solution follow the next steps.

Q: 63 69° 28°

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Q: 20х to 5y

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Q: y X

A: To Determine: find the value of y and z. Given: we have x=7,θ=28∘ and ϕ=62∘ Explanation: we have a…

Q: change evaluate the Polar Sstem and then to dy dx

A: Change to the polar system and evaluate the integral ∫0a∫0a2-x2dydx

Q: B 36° D 27° A E LL F B. 1. mzBEF = 2. m/BEC = 3. m FAB = 4. m BD 5. m CD 6. m2BED=

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Q: Calculate the following. Σ=30: i=30 3 + 4i I. 1 II. + …+ 1 512 16 LIT + 1 4 118 +

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Q: Question 23 Unit 7 - Circle 39 50 b°

A:

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.