16m 8m 60° 126m 120m 20m 64m 16m

Q: Solve the triangle. 5) 90 8 B. 55° .A

A:

Q: þparallelogram LMNQ . 8.2 100 P. 29 13 LMN= .

A:

Q: 2. Find the unknown side of the triangle below. K 26 m L 11 m M

A:

Q: Find the area of the triangle.   B=38°​, a=8.8​ft, c=3.6ft

A:

Q: 7. Solve the triangle. Find m2Z, x, and y. Z' X 55° 9cm

A:

Q: Solve the triangle. (Round answers to two decimal places.) B = 33.9°, C = 67.2°, a = 195 A = b = C =

A:

Q: m<A=104° mc B=42° 6=12 Solve the triangle, and find its area

A: we use sine law and Trigonometry ratios for this question

Q: 4.6 E D 2.4 B 4. What is the length of side AC? (Round to 1 decimal place)

A:

Q: 31 m 80° 7. 50m 45 m 31m 38 62° N. These figures are congruent. What is VT? meters

A:

Q: ABCD is a rectangle with BC = 63 and AB = 84. Find each measure. B. 72 2 A D. 8. M4BCD = 9. m42 =…

A:

Q: 6. Solve the triangle. K 18.6 cm 42° 14.7 cm M

A:

Q: Find the length of AB if ZC= ZB. 10 A 14 Your answer: 10 14 24

A:

Q: 8. MZDBC 192 E D

A:

Q: 1. The image below represents the dimensions of Mike's Bike ramp in feet. How far does Mike have to…

A: We will find the length of the ramp

Q: C 10 18 120° A В

A: The solution is given below in the next step:

Q: Find the area of the triangle.   B=138.9°​, a=45.09ft, c=36.02ft

A:

Q: Find AB 14 cm 123 4 A) 24 cm C) 30 cm 20 cm B) 31 cm D) 36 cm

A: The triangle has lengths,AC=b=14BC=a=20∠C=123°

Q: Find the length of segment BD. C 4.5 4

A: Given : A circle and a segment BD

Q: 6. Solve for the sides of the triangle 30 8m 45

A: In △EBC, tan30∘=8BCx=8tan30∘x=8·33=83 Use the Pythagoras theorem, BE=82+832=641+3=64·4=16

Q: solve triangle ABC if a=86.14in b=253.2in c=241.9in

A:

Q: Find the missing side length in the right triangle. 12 20

A:

Q: Use the figure to find mzl. 41° 47 40

A: Consider the following figure.

Q: Solve the triangłe by finding b, c and 0. a37 40° b.

A: Angle sum of  triangle is 180 degree

Q: Find the area of the parallelogram. The base is 18.2 m and the height is 23.35 m. ..... The area of…

A:

Q: 4.5 B 3 x + 6 D Find the length of CD.

A: The given figure is

Q: In the figure below, m 1= 38° and m 2 = 34°. Find m ZKJL. K m ZKJL =|. %3D M L

A:

Q: B A D m ZCAB = 42°. Find m CAD. %3D

A: We have to find

Q: W 38.0° 100 m

A: Explanation of the solution is given below...

Q: Find the value of w in parallelogram EFGH. H G 2w E w+22

A:

Q: b. Find the height h of the triangle. 10 cm 4 сm h 8 cm

A: We can find the area of the triangle using Heron's theorem and using "base and height", then we will…

Q: Approximate the area of triangle ABC.

A: Given that - α = 40.3 degreesβ = 62.9 degreesb = 5.63Using angle sum property - α+β+γ =…

Q: 6. 16

A:

Q: 122 70 42° B.

A: We can solve the problem by law of sine rule of triangle.

Q: What is the length of AB shown on the coordinate grid? O v10 O V8 O V34

A:

Q: C 4.5 A x + 6 E Find the length of CD. 3.

A: Given triangle

Q: Find the measure of AB. E 619 D m AB %3D

A: AB and ED are equal then they make same angle on center.  So m AB = 61

Q: Find the length of segment x. 14 6. 12

A:

Q: Find a in the following triangle: d1 -77.5° 2.600m 2.511m

A: The cosine rule of triangle is c2=a2+b2-2abcosC (d1)2=2.5112+2.62-2*2.511*2.6cos(77.5)…

Q: 20° 40° 1500 pounds

A: Given weight us 1500 pounds

Q: Q6 The figure shows a trapezium and an isosceles triangle. 62 81°

A: 6)  Given : A trapezium and an isosceles triangle To find angle a = ?

Q: -b:23.3cm Find side a.

A: We are aske dto find the value of triangle.

Q: Find the rectangular coordinates of (7, 150°). 7N3 7/3 7 2.

A: Given: Polar coordinates 7,150° To find : Rectangular Coordinates

Q: 3. Find the missing side of the triangle B 13 m 34

A:

Q: SCT. Find the length of AB. 15 C B О А. 16 В. 20 С. 17 D. 18

A: Given: AC=15 , CB=8 and To be find AB=?

Q: n = 118° a = 34° Parallel (a)

A: Let the parallel lines be x and y.

Q: 12.2 m 28.1 m The area of the shaded triangle is

A:

Q: 4. A ramp has a rise of 10 feet and a run of 5C fect. Find its slopc.

A: NOTE: Refresh your page if you can't see any equations. . here we have  rise=10 feet run=50 feet

Q: The boom is used to support the 75-lb flowerpot in Fig. Determine the tension developed in wires AB…

A:

Q: Find the value of x in the triangle shown below. 10.4 62° 12 12

A: