Find the exact length of the wve 12x =4g+8j!

Q: 19. Find the length of LM if HI = 22 and KJ = 16. %3D H L M

A: Solution of the problem as follows

Q: If AB=X+1 and BC=2X+1 and AC=15 find the length of AB

A: given AB=X+1 BC=2X+1  AC=15

Q: 6. If BC = 2x-3 and AC = 2x+10, find the length of AB. %3D B. C

A:

Q: The distance d from P1 = (2, - 5) to P2 = (4, - 2) is d =______

A: We have to find the distance d between P1 = (2, -5) to P2 = (4, -2).

Q: Question 1: Determine the length of y = 8(1+x)7,8 < y< 64.

A: Consider the given expression as y=81+x32, 8≤y≤64

Q: cm, (x+3) , (x+5). Find th

A: The sides of a right angled triangle are (x+1)cm, (x+3)cm , (x+5)cm. Find the length perimeter of…

Q: Find the exact length of AB B 150°P 18 in. A

A: Topic = Circle

Q: 30 16 Find the length of x.

A: We will use the Pythagoras theorem to find x in the right angle triangle.

Q: In circle P, QR=D7x-20 and TS=3x. Find TS. * 7х- 20 3x О 15 O 9 O 5 O 2

A: In the given figure the perpendicular bisector drawn from origin is equal. From properties of circle…

Q: The length of each of the two congruent sides of an isosceles triangle is 2n + 7 and the length of…

A: Given that The length of each of the two congruent sides of an isosceles triangle is 2n + 7 and the…

Q: В In square ABCD, AC = 6x + -12 and BE 1x, where E is the intersection of the diagonals. What is the…

A: In square, diagonal bisects each other at 90°. i.e. AE= EC &amp; BE= ED.......(I) Also diagonals are…

Q: Q18/Find the dimension of the rectangle that can be drawn inside an isosceles triangle with a base…

A: Solution

Q: AABC is an isosceles triangle. AB is the longest side with length 8x +5. BC = 4x +4 and CA = 3x +9.…

A: Since,  the traingle is isosceles triangle. So, the traingle's two sides are equal.  So , we will…

Q: Suppose RS = 6 in the rhombus below. What is the perimeter of PQRS? Solve for PQRS.

A: The perimeter of a rhombus with side a = 4a

Q: Find the length of segment CD. C(9,-8) and D(13, -5).

A: the length of line segment between (9, -18)  and (13,-5)

Q: The area of a kite is 54 units² .What are the two possibilities for the lengths of the diagonals?

A: It is known that area of kite is 54 square units.

Q: Use the given figure to find the length of x. x+14 28 II

A: The value of x is 21 units.

Q: The diagonals of square LMNP intersect at K. Giv M m/LMK = %3D

A:

Q: In ALMN, ZL = ZN, MN = 6 and N L = 7. Find the length of LM.

A:

Q: 2r C

A:

Q: Find the length of side a. 5. a 3 O A. 2 О в. 4 O C. V34 O D. 16

A:

Q: Find the length of the astroid x23+y23=a23.

A: Equation of astroid is We have to find the length of the asteroid. Graph of an asteroid is,when a=1…

Q: Find the length of segment BD. C 4.5 4

A: Given : A circle and a segment BD

Q: 7. GH = HI 12x + 16 13x + 10

A: Given: GH=HI GH=12x+16 HI=13x+10 To find: Value of x Length of GI, GH, HI

Q: 7. If a side of an equilateral triangle has length x , express the area A of the triangle as a funct…

A:

Q: K 4x -1 2x+9

A: Given : JK = 4x-1JL = 2x+9

Q: Find the length of AB. А B. AB 8.

A:

Q: If the area of a triangle with vertices (5,2), (k, 4), and (0, -3) is 12 ½, solve for the possible…

A:

Q: Find the length of segment UF * W x-6 12

A: According to the intersecting chords theorem, if we have two chords of a circle that intersect at a…

Q: 12. If MK = 10 m, find the length of MKL. %3D 52

A:

Q: A triangle has a perimeter of 50cm. If the three sides of the triangle are n, 4n-4, and 2n+5, what…

A:

Q: nd the length of the hypotenuse of a right triangle if the lengths of the other two sid B

A: Given query is to find the length of the hypotenuse.

Q: Consider the following. 5 X Find the length of the third side of the triangle in terms of x.

A: Using Pythagorean theorem

Q: 5. Find the scale factor using the distance formula. BI

A:

Q: In OMNPQ, QP = 12 and QM = 9. The length of altitude QR (to side MN) is 6. Find the length of…

A: Given: In MNPQ,    QP=12;   QM=9Here  MN=12;…

Q: Find the length of the unknown side x for the pair of similar triangles. X 12 4. 6. 1tho length of…

A:

Q: Joe used the Pythagorean theorem to make sure the picture frame he made is a precise rectangle.…

A:

Q: 6. Find the length of JK in the triangle below. 4x+6 6x-3 K M X = JK =

A: Given JK = 4x + 6 JL = 6x – 3 MK = ML = y Let JM = h From right angle Triangle JKM, (4x + 6)^2 = y^2…

Q: 3. In rectangle LMNO, if ŁN = 20, ON = 16, and LO = 12, find the length of PO. А. 20 В. 16 С. 12 P…

A: For this problem,we can easily find length of PO by using Pythagoras theorem.

Q: 1. What is the length of EF?

A:

Q: In the diagram below of rectangle RSTU, diagonals RT and SU intersect at O. If RT = 6x +4 and SO =…

A:

Q: _9) If segment DE is 12m and segment HI is 15m, What is the length of segment EI? A. 15m B. 20m C.…

A: Solution Question 9

Q: Given AABC with ZA=ZB. If BC = 56 and AB = 47, find the length of AC. A 47 56 AC = Back Next B

A:

Q: If MK = 10 m, find the length of MKL. K 52 N M

A: Given: The length of MK = 10 m The figure is    To determine: The length of arc MKL^

Q: An isosceles trapezoid JKLM, leg JM=5x -10, base JK = 6x+2, and leg KL= 2x + 14.  find the value of…

A: Draw the isosceles trapezoid as per the given condition.

Q: Find the lengths of segments AB and BD. 3. 3.2 D. 1.8

A:

Q: Use the Pythagorean Theorem to find the length of the missing side. 2. 12 3. 24 10

A:

Q: B. Find the length of the unknown segment "x" in each of the following figures. 1. 3. A 11 N12 LL

A:

Q: 3.) AC = 4x +7 BM = 5x + 2 Find the length of AC and BM. (5 pts) AC = BM = B

A: As per bartleby guidelines for more than one question asked only first is to be answered please…