Solve for the length of AC in the parallelogram. Show your work and explain how you got your answer. M 30 5 C 40 N

Q: h 8 7 10

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Q: dº (b-10)° (b + 10) Cº

A: To find the interior angles of a parallelogram.

Q: Q 31 m 14 m P R X

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Q: Solve for x. Each figure is a parallelogram. S 130 ° 17 32x + 2 P R

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Q: Find the value of each variable in the parallelogram. 3x + 2 2y-7 23 17 14 3y+57 2x-5 9. 130 50 5k…

A: Simply use the properties in parallelogram and solve the linear equations to find unknown.

Q: Solve for x. Each figure is a parallelogram. Q 13x + 4 R 53° T 58° S

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Q: The shorter leg of a 30°-60°-90° triangle has length 7. Find the length of the hypotenuse. b. 7/2 с.…

A: Given :  The shorter leg of a 30° - 60° - 90° triangle  has length 7 .            Side opposite…

Q: . If a = 10 m; b =15 m; c=18 m; Solve the Triangle. a b A B

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Q: Determine k so that the points A (7,3), B (-1,0), and C (k,-2) are the vertices  of a right triangle…

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Q: K Find the distance on 1st Street between Street B and Street C as shown. Street A, Street B, and…

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Q: Find mZR in rhombus RSTU. T 8x+54° mZR: 8x+94° S U R

A: We have to find the angle R.

Q: Find the missing height of the parallelogram described. b = (x+ 4) yd, h = yd, A = (5x + 20) yd²

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Q: PR Find the length of QS P. S. PS=5x - 13 QRST is a parallelogram. %3D 6- 0

A: Concept: As we know that diagonal of parallelogram bisect each other. Therefore  QP=PS= QS/2

Q: Complete the table by solving the parallelogram shown in the figure. (The lengths of the diagonals…

A: Diagonals of a parallelogram bisect each other and also bisect the respective vertices of the…

Q: In this module you have worked with many different trigonometric identities. These identities can be…

A: We will use half angle formula to find length and height

Q: A в с с D В 0.15 5.99 7.69 59.16 a A b = 4.16 f 133.75° d с = 4.31 D

A: We will find the diagonal of the given parallelogram in the following step.

Q: Solve for x. Each figure is a parallelogram. L K N 5 + 10x 42° 43° M

A: Consider the parallelogram

Q: Find the cube roots of unity. Select one: O a. 1. - 1 V3 V3 | 2. 2 2. O b. V3 +i 2. 1. V3 1, - - - |…

A: The cube roots of unity is required i.e. we have to find the values of  13

Q: Find the indicated variable. Solve for x. (x+16) (4x-5)°

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Q: Find the length of the line segment below. Round to the nearest hundredth if necessary.

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