α. C Bl b = 6 a. Triangle above. IF C= √61, 6=6 Find a, d and B.

Q: In the diagram below of triangle EFGEFG, HH is a midpoint of EF‾EF and JJ is a midpoint of FG‾FG. If…

A: From definition;        ∠JHF and ∠GEH are  equal      as H and J are mid point of…

Q: △ABC is an isosceles triangle. AB = BC. If AB=2x+4, BC=x+8 and AC=5x−2. Find the value of x?

A: Given data, △ABC is an iscosceles triangle,  AB = BC AB = 2x + 4 BC = x + 8 AC = 5x - 2

Q: The value of A. -√4+C 4x B. +C √4-2 C. D. 4√4-x² 4√4-x² S ₁4- +C +C dx (4- x²)1.5

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Q: he length indicated

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Q: 3. Find k, so that the expression kx 2-3kx+9=0 a perfect square. * A. 4 B. 5 OC. 2 D. 6

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Q: Amaya is asked to find the side lengths of the triangle shown below. What is her error? From the top…

A: The objective is to find the value of x. Length of 2 sides of an isosceles triangle is equal.

Q: 18. Solve for x and find each angle measure in the polygon below. 18. x= A m4A = 160 m&B (2x)* (2x)…

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Q: b) Evaluate:- 2 6² 44x² In(x) dx

A: Topic = Integration

Q: 5.) x² 6.) (54x³y*) N/7

A:

Q: Find m2U. W m/U= V 4 29 2-√ √87 U

A: Using the data from the figure we are required to find m∠U

Q: Find AB in circle O. CD=20 9. 20 25

A:

Q: Oscar's rectangular room has an area of 6x°y square units. If the width of Oscar's room can be…

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Q: For what value of x is the parallelogram a rectangle?

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Q: RS is a midsegment of Triangle XYZ. What is the length of XY? 16 S. R 11

A: Given figure We find length xy

Q: What is the length of y in this triangle? 8v2 45

A: Use cos theta

Q: 18 cm 12 cm F E C (a) Find the length of BC.

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Q: ve for x. R P• 2x-3

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Q: 1.16. Which is the approximate perimeter of triangle PQR? R 2 -2 10

A: The given graph is: We have to find the perimeter of the triangle PQR.

Q: Find the values of the variables. Then find the side lengths. 11. square WXYZ 12. rhombus ABCD A m +…

A: 11) We have given square WXYZ in which WZ=3x5 and XY=x-8 We know that in a square the length of all…

Q: Use the method of triangles by the legs, draw the triangles S √36-7 dx 3x² 2 dx

A:

Q: Use the figure for 5 and 6. 9 cm 12 cm 5. Which of the following equations could be used to find the…

A: 5. Area of the rhombus is, A=12product of lengths of diagonals=12912

Q: L 2. Parallelogram PQRS is a square. The length of side PQ = 2x + 8 and the perimeter of ABCD = 96.…

A: Given that PQRS is the square Length of PQ = 2x + 8 cm Perimeter of PQ = 96 cm We have to find the…

Q: If A = i - 2j-2k, B = 6i +3j + 2k, find A.B if 0 = 70 7.182 4.897 12.5 O 5.12

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Q: 3 y)²/ydy 23 `y2

A:

Q: You are given the followiug seis of form po llynoŭ als. wu.ch of Fueus There cal be thon cue-right…

A:

Q: Given the diagram below, if P is the circumcenter of ALMN, WP=5x-17, PZ=3x+5, find PY. Round answers…

A: Given,           P is the circumcenter of ∆LMN, WP = 5x - 17, PZ = 3x + 5.

Q: Solve for z. The polygons in each pair are similar. 25 37 40 15 22.2 4x-8 O 12 O 10

A: By the property of similarities 2515=3722.2=404x-8 (ratio of their corresponding sides are equal)

Q: The sides of a triangle lie on the 3x+y-5-0, x-3y-1=0, and x+3y+7=0. Find the equation of the circle…

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Q: 6) Integorute each. d2. 6)

A: (a) Given integration is : ∫11-4x2dx Let I=∫11-4x2dx I=∫11-4x2dx=∫11-2x2dx Put u=2x du=2dxdu2=dx

Q: Find the cube roots of unity. Select one: O a. 1. - 1 V3 V3 | 2. 2 2. O b. V3 +i 2. 1. V3 1, - - - |…

A: The cube roots of unity is required i.e. we have to find the values of  13