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

Q: 50° C Find the value of x in rhombus ABCD. O 40° O45 O 50° O90°

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Q: Find the value of x. Then find the perimeter. 27 in. •W 14 in. 2x in. T 17 in. 8

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Q: X 24

A: According to Pythagoras theorem, for a right triangle  Hypotenuse ²= base ² + height ². Here in the…

Q: ind the perimeter of the triangle. а. 12х + 9 b. 60х + 16 Зx + 8 4х -1 с. 12х + 11 d. 60x? – 16 5х…

A: Given a triangle which sides are 3x+8, 4x-1 and 5x+2 We have to find perimeter of this triangle.

Q: Suppose that AABC is similar to ADEF as shown in the figure. Find the length of AB and DF. B x+13 10…

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Q: What is the circumference of O P? Leave your answer in terms of x.

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Q: m.What is the length of the

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Q: Use the Pythagorean Theorem to solve for the missing side y. a2 + b² = ? 15.98 13.75 16.98 15 14.69…

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Q: Express the lengths a and b shown in the figure in terms of 0. a = b = 25 а

A: For the right angled triangle ABC,  sin θ=ar, cos θ=br, where r=a2+b2

Q: Which of the following represents the length of AC ? 8. B.

A: Given is the right angled triangle ABC,    BC = 7 AB = 4   Using Pythagoras theorem,  AC = √(7²-4²)

Q: 30 16 Find the length of x.

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

Q: For the right triangle below, find the length of x. <.. 24° 12

A: Given figure: For angle C, Base = x Hypotenuse = 12

Q: Given: Pe || BC. Find the length of AC. A 12 14, B

A: AP=8, PB=14, and AQ=12 and   PQ||BC. Then we have to find the length AC.

Q: Given the following triangle, express its perimeter as an algebraic expression containing the…

A: The perimeter of a figure is the length of its boundary. For example, the perimeter of a square is…

Q: U. If GE equals 7, what is the length of GF?

A: Given:  A figure is given.The length of GE=7  Solution: The length of GF=?

Q: Consider the figure below, where I | l2 and are cut by transversals t and t. Find the values of a,…

A: see below the answer

Q: Given Figure ABCD is a square. Solve for x and find the perimeter of Figure ABCD. 2x- 10 (6x)°

A: Here ABCD is square having side=2x-10 and ∠AEB=(6x)∘ we have to find  x=? and perimeter of square =?…

Q: / Eind The area of triangle ABC given That i. Atty-l B(2,

A: Given that vertices of triangle ABC are : A( 1, -1, 0) B(2, 1, -1 ) C(-1, 1, 2) To find : Area of…

Q: Find the missing length. C 7 c = V [?] 3. Pythagorean Theorem: a? + b? = c? Enter

A: Draw a schematic diagram of given figure

Q: 1 Use the Pythagorean Theorem to find x, then find the perimeter. x. 7 cm 10 cm

A: By using Pythagorean theorem, we get x2+72=102⇒x2=51⇒x=51⇒x=7.141428 cm

Q: Which of the following represents the length o AC? B. 4. C) v7² – 42 D) 7² + 4² A) 72-42 B) V72+ 42

A: Use the pythagoras theorem

Q: 1. Determine the length of the following sides: TP: PU: TQ: PQ: 30 How did you determine the length…

A: given triangle is

Q: = n circle 0, M2SOT = 68°. What is mLSRT? MLSRT = T R

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Q: The radius of a circle is 12 in. Find its circumference in terms of T. Answer: C = in Submit Answer

A: Given the radius of a circle is 12 in.  We have to find  it's circumference in terms of π.  We know…

Q: Prove the two triangles below are similar and write a similarity statement. A 36 D 54 E Similar by:…

A: Similar traingles.

Q: Find (i) the length of QR,

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Q: Use the side-splitter theorem to solve for x in the triangle below. 8. 44 Answer: Submit Answer

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Q: For the right triangle below, find the length of x. <-- 34 ° 12

A: A triangle is a polygon with three sides. A right triangle is a triangle with one of its angles…

Q: Which lists the sides of APOR in order from greatest to least? 104 39° R А. РО, OR, PR C. PR, QR, PQ…

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Q: Use the following triangle to find the PERIMETER. Leave your answer in EXACT form. 45°

A: Using the given conditions in the triangle we have to perimeter of it. So, the perimeter is equal to…

Q: 5. For AABC find the length of c to the nearest hundredth, given a = 54, b = 47, and mzC = 85°. %3D…

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Q: ARST~ARLM 12 M R 21 28

A: Given Two triangles are similar means their corresponding angles are congruent and the corresponding…

Q: For the right triangle below, find the length of x. <-- 30 ° 12 X =

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Q: In APQR, r 6o inches, ZQ=104° and R=43°. Find the length of q, to the nearest inch. Answer: Submit…

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Q: For the right triangle below, find the length of x. <-- 34 ° 8

A: A triangle is a polygon with three sides. A right triangle is a triangle with one of its angles…

Q: Find mBE if A ABC and ADBE are right triangles. 5 H T 3 15 52° 34 A В

A: Consider the figure

Q: UMNO is shown. 4 8 What is x? N

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Q: 8) A C If the length of AC equals 64, what is the length of the midsegment DE? A) 32 B) 36 C) 42 D)…

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Q: Use the figure shown to find the length of each segment. P. R + -5 -2 4 5 RS = RT = QR = PR = PT =

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Q: Find the measure of each interior angle of the regular polygon. The measure of each intenor angle is…

A: The given polygon have 12 sides

Q: For Exercise, use the formula at the right to find the area of a triangle with vertices (x1, y1),…

A: We plug the points in the given formula

Q: 3a Use Pythagoras' theorem to find the exact length of the missing side, a.

A: It is known that, by Pythagorean theorem the square of the hypotenuse is equal to the sum of the…

Q: n = 118° a = 34° Parallel (a)

A: Let the parallel lines be x and y.

Q: Jse the Pythagorean Theorem to find x, then find the perimeter 4. 10 cm 12 cm

A: Consider the given figure as

Q: Express the lengths a and b shown in the figure in terms of 0. a = b = 27 а

A: Given figure,

Q: Which of the following is the length of the latus rectum of y^2 = 32x? a. 32  b.16 c.4 d.8

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Q: For the right triangle below, find the length of x. <-- 27 ° 4 X =

A: Given query is to find the value of x for the right angle triangle.

Q: Given PQ || BC, find the length of CQ and BC. 15 P. 8. 12 10

A: PQ || BC CQ = ? BC = ?

Q: Find the Length of AC ARTS ACAB 12 T. 7 R 24 X+2

A: In this question given that two triangle that are congruent each other . ∆RTS ~∆CAB If two triangles…

Q: 24 m 18 m

A: We apply Pythagoras theorem (Hypotenuse)^2 = (opposite)^2 + (adjacent)^2