M 8.2 100°- P. 18 7. 29°

Q: . Find m/Tin ARST if mZR = 37° and m/s = 55°. (Example 3)

A:

Q: 17 4 T

A: As given trangle is right angle tangle thus,

Q: What’s The value of w?

A: What is the value of w.

Q: 14 51°

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

Q: 28. 6 8 a b 45°

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Q: y y 45 45° 16 14/2 60 5/6

A:

Q: What does x equal?

A: Step 1:

Q: Find m/ L. M L Ell (2x-3) (+9)° 129⁰ NO

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Q: Find mAB. 104° MAB A D 111⁰ O B 94° C

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Q: What is the value of x? 2x x+80° R T. 3x-32° X =

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Q: X 59° 17

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

Q: 86° 70° 2x°

A:

Q: 6 5. 4. 7 38 8. 6. 2.

A: I am going to solve the given problem by using some simple calculus to get the required result.

Q: 124 m a 33.50 B 103 m m

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Q: 45° 60 30 45° = sv2 = sv3 = 2s E S

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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: A 670 65.30 B 490 Q R 20 in 22 in 15 ft

A: (1)  we know that the sum of angles in a triangle is 180 degree…

Q: ギー10 4. 5. 32

A: We need to find the value of X.

Q: B 84 152 -4x 80 C Find the values of x and y x = Y =

A:

Q: 170° Use the figure to answer the question. What is the mz1? A. 170° 190° O C. 85° D. 95° B.

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Q: What is the measure of H.What is the measure of K. Explain how you found your answer

A: Lines r and s are parallel and line n intersect them, so the corresponding angles are equal.…

Q: 20° 30 m О 10.91 m О 11.55 m О 28.19 m 82.42 m

A: the given figure is: we have to find the value of x.

Q: m ECF %3D E F 79° 125°

A: Need to find the measure of the arc, that is, find mECF^.

Q: 2. Find m2C 28 18 C 12 3. Find AC 93 C 20

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Q: 45° (x-1)° 63° d the value of x for which the lines are parallel.

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Q: 87° C. 92° 105° 135°

A: Explained below

Q: 89.2 1 48.5°

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Q: 50 m 31° C 58 m 30 m 59° R D AEDC = ASQR. What is mZD?

A: Since the △EDC≅△SQR. So by CPCT (Corresponding parts of the congruent triangles), the following…

Q: Find p* 450 3/2 m 45° 3 2. Approximately 17

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Q: In the diagram below, mZA = 62°, mZB = 56° and mZC = 82°. Find mZD. A 62° 820 E D 56° В

A: Use the angle sum property of triangle in triangle ABE to find ∠AEB.

Q: 55° 30° Cable A Cable B 100 kg

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Q: 39, 54°

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Q: =68, D=99  find the measures of B and

A: To find the angle B and C in the given figure.

Q: 8 m 39°

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Q: What is mZEGF? 140° G 80°

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Q: 41 H J 42° 32 87° K

A:

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.