Given: VS VR; WT bisects VS and VR. Find: The perimeter of AVRS R y+5, W/ бу 2x t S

Q: Find the simplified perimeter of the shapes:

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Q: e owners of the rectangular swimming pool in the illustration want to surround the pool with a…

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Q: abc and dbf are vertical angels, with m abc=4x and m dbf= 96x-12)

A: Here we find the abc and dbf are vertical angels.

Q: Ray EC bisects ZBED, MZAEB = 8x-4 and mzCED = 2x+8. Find mzAEC В

A: We know that angle bisects means devided angle into two equal part or congrurnts. Then angle BEC and…

Q: BD bisects ZABC. Find the value of (MZABD)(m¿CBD) + x - MZABC. A(8x+35)°D (11x+23)° B

A: Since BD bisects <ABC, we can say that             <ABD = <DBC Given thay m<ABD =…

Q: BM = 3x - 7, MC = 9x - 61 M. C Quadrilateral:

A: We are given with quadrilateral.  The length of the diagonal BM=3x-7  and MC=9x-61

Q: + 3) cm (3x -1) ст (2x +1) cm Find x when the perimeters are equal? x cm

A: Given

Q: The algebra method of FOIL multiplication is illustrated geometrically in the drawing. Use the…

A: The area of the rectangle A=lw  unit2 where l is the length of the rectangle and w is the width of…

Q: . The area of a square is represented by x2 – 4x + 4. What is the perimeter?

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Q: What is the perimeter of a rhombus when the area is 96m2 and one of the diagonals is 16m?

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Q: Find the dimensions of a rectangle with an area of 196 square feet that has the minimum perimeter.…

A: It is given that area of the rectangle is 196 square feet. Let l and w be the length and width of…

Q: Find MZDCE. D. (9x – 31)* (7x – 2)°/ C E (4X + 33)°

A: Given,

Q: P is the pint of concurrenhy for the perpendicular besector oof ABC. PC = 13cm. Find AP and PB

A: Let's Solve,

Q: #15 FIND THE PERIMETER 2x + 5 x-1

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Q: A 10.75 26 C D. 22 CO

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Q: Albert is building a deck in the garden.The deck is in a triangular shape with the lengths of sides…

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