Consider the triangle to the right. L a. Write an equation that can be used to find the value of y. (5y-19)° b. What is mZK? K 56°

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Q: Find the value of the variable that results in congruent triangles. Explain. 5. A 2.6 (7b+4)° C 3.3…

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Q: Use the diagram. 130° 60° N 90° M What is mZNKM ? A 30° 45° C 60° D 90°

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Q: Write the Sinusoidal equation. Show as much details as necessary regarding the amplitude, period,…

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Q: Name the orthocenter of the triangle shown to the right. The orthocenter is the point

A: The orthocenter is the point where three altitudes of the triangle intersect  each other. Here, An…

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

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Q: In figure below, a circle with center (3, -1) passes through the point A (3,6). A (3.0) ●C a. Find…

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Q: (9x+16)° (5x x-14)°

A: Use the property: In a triangle exterior angle is always sum of enterior angles.

Q: What's the value of Angle F? A / B C/ D H I O a Ob Oc Od J 85⁰ 95 85 112 68 E 112° F G K\L M N

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Q: 45°. B (2x+8) (3x – 24) ZD degrees

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Q: 22. If z = -2 – 2i, then zº = а. 29 b. -(2°)i 6. -(21") d. -(212)i

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Q: v² – 4v = -1.2975 – 2.1i

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Q: Find the value of a. (22x=3)° 52° The value ofa İS

A: Explained below

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

A: Consider the parallelogram

Q: Write the eg form. State the center and radius. Then graph. Mhow your - 1Hx +Hy-11-0 nation of a…

A: We have given general equation of  circle x2+y2-14x+4y-11=0 We can  rewrite the equation…

Q: Change the equation to rectangular coordinates. r(4 − 4cos ?) = 2

A: Given equation :                       r(4-4 cosθ)=2     Evaluating this expression :…

Q: Find the value of z in the triangle. 6V2 45° 21

A: We know that in a right angle triangle cosθ=basehypotenuse…

Q: Determine the values of x and y in the parallelogram below. (8x + 72)

A: NOTE: Refresh your page if you can't see any equations. . here we have

Q: Name the point with coordinate 2.

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Q: Find mZPRQ. Q 64° R

A: An isosceles triangle therefore has both two equal sides and two equal angles.

Q: Find the value of x, y, and z in the parallelogram below. 104° (-3z-8)° (-4x-4)° (8y+8)° y = = Z ||

A: The parallelogram has measures 104°, -4x-4°, 8y+8°, -3z-8°

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: 3. Find the value of each variable in the parallelogram. Again, indicate work for EACH. 17. 18. 70°…

A: 18) We know that opposite angle of parallelogram of equal angle, Therefore 2m=70°DIvide 2 on both…