2. Find the value of x. 50° 39° 58° 48° to 59°1

Q: What is the missing value for x on the diagram below? 42° x²

A: From the given figure, we have to find the value of x

Q: Find the value of x.

A: The sum of the angles of a triangle is equal to 180°. The angle subtended by an arc in the center is…

Q: 5. Two hikers left a cabin at the same time. One hiker travelled on a course of 248 at 6 km/h. The…

A: Solving the given problem by graphical method, Given, time= 4 hours v1= 6kmph v2= 4kmph Therefore,…

Q: Find the value of x. N- 73° to

A:

Q: What is the value of "a"

A:

Q: II. Perform the indicated operation. 3. 3 cis 305° / 9 cis 65°

A:

Q: 410 бло 100°

A: Expaination of the answer is as follows

Q: Find the value of x. mAB= 20° and mCD= 62°

A: We know that x=1/2(mAB+mCD)

Q: 7.) Solve for x. 97° 47°

A: In this problem, we will have to use the concept of straight angle We know that a straight angle is…

Q: 6. Find SR, ST, RT, MZTRS, and mZRST. Round to the nearest tenth, if necessary. 56

A:

Q: Find h to the nearest tenth. h. 450 BA72° 154 |

A: The figure is given by To evaluate: The value of h

Q: 6) Find the value of x. R F ? 50° S 140° T

A: We have to find x

Q: The length of S is 12 inches. Find the length of Rs. 120° 80° 60° R.

A: This question is related to mesuration.

Q: 5. Find y. D. 59 7. 67 54

A: 5) Given: To find: y

Q: Determine the requested value(s). 136°

A: consider O as the center of the circle since diameter is a straight line, therefore…

Q: Simplify arccos2. no solution 30° 60°

A: Given query is to simplify the expression.

Q: What is the value of x to the nearest tenth? 51° 10 39°

A:

Q: 4. Find mZH. KO120° 50I

A: According to our guidelines we can answer one question at time, rest you can repost later.

Q: 3) Find mTv 34° 26°

A: Angle outside the circle theorem : According to this, m∠R =(1/2) (m∠TV - m∠SW)

Q: 2. Solve for ZR, to the nearest degree. a. 58° b. 68° 7 m c. 60° 8 m d. 74° R. 9 m

A:

Q: Solve AJKM and ALKM. Round decimals to the nearest tenth. K 21 ft 41° J 9 ft M

A: Using trigonometric ratios and Pythagoras theorem we can solve for all the values

Q: 12,000 ft 1) Find x. 22°

A: using trigonometric identity