75° 15°

Q: 17 4 T

A: As given trangle is right angle tangle thus,

Q: 16 15°

A: We have to find x

Q: (х- 25)° 34° (5х + 3)°

A:

Q: 14 51°

A: Given triangle is right angle triangle. So,         Use trig identity sine.

Q: 28. 6 8 a b 45°

A:

Q: 12. 47° 3

A:

Q: 139°

A: Explained below

Q: 30

A:

Q: 67° 18

A:

Q: 58° 30'

A: 60' = 1o

Q: 40° 63°

A: In this question , we can find remaining angle x . In triangle , sum of all interior angle is 180°.

Q: 26 43°

A:

Q: X 59° 17

A: We can find the value of 'x' in the below steps.

Q: 72° X = to 80°

A: We can find the value of x in the below steps.

Q: K H 96°

A: We know that Angle made by an arc at the center of the circle is double of the angle made by same…

Q: 3x° E 8x – 18° F

A:

Q: 26

A: Explanation: Given that, a right angle  and the upper part of the angle is 26  We need to find the…

Q: 84 55° 38°

A:

Q: 2. What can you say about 21 and 48? O congruent Onot congruent O complementary O supplementary

A:

Q: Coso 150°

A: Find cos(thita) when thita= 150°.

Q: X 16 63°

A: Right angled triangle is given, we have to find the value of x

Q: 400 120° 8.

A:

Q: 490 35° 55°

A:

Q: 30° 4.

A:

Q: В 90° 12 cm А

A: Finding the area of shaded region

Q: 153° 89

A: Given arc AC=89° arc BC=153°

Q: 10 60° 70

A:

Q: 80° S 70° 2x° Q Type your answer.

A:

Q: 15

A: We are authorized to answer one question at a time, since you have not mentioned which question you…

Q: m23 3 220°

A: We have to find the missing angle.

Q: 60° x 30° 6

A: Concept: Trignometry foundation: (Degree minute and seconds) 1°=60'1°=3600''Here ' is for minute and…

Q: In the diagram to the left, determine the value of x to the nearest tenth. Part A: Sketch the…

A: Finding the missing sides of the triangle from the given data

Q: 4 75° 5.

A: Given that:

Q: 60° ¬ 60° 12

A:

Q: 30° 60% 5"

A:

Q: 39, 54°

A:

Q: The points A and B are at opposite ends of a lake. Point C is 2 miles from point A and point C is 3…

A: Topic- cosine law in the triangle

Q: 12 m 18°

A:

Q: 78° 78° a

A: Consider the figure below : We need to find the value of the angle a.

Q: 20° 7x°

A: Given figure is : To find the value of x

Magnitude

A vector is an element with both direction and magnitude. A vector is represented using an arrow, where the arrow represents the direction of the vector and its length is represented using the magnitude. The set of vectors in space is known as vector space. The vectors can be added, subtracted, multiplied, and divided in a vector space. The image below shows a vector AB.