Each side of a regular hexagon ABCDEF has length x. Find AD and AC

Q: Find the area of a regular pentagon with an apothem of 3.45 in. and a side of 5 in.

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Q: . Each of the vertices of section ABCD is at the trisection of the edges of the cube as shown. Find…

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Q: 11 in. 7.5 in. 15 in.

A: The trapezoid is a two dimensional shape. A trapezoid is a quadrilateral , which has at least one…

Q: Find the area of the parallelogram. 4 in. 4 in.

A: The given figure has one of the pair of its opposites parallel to each other. Hence it is a…

Q: In AABC, D is the midpoint of BC. If the sides AB, BC, and CA have lengths 4,8, and 6, respectively,…

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Q: Let ABCD be a cyclic quadrilateral as shown in figure. Determine the area if EA = 160 cm, ED = 240…

A: Given that, EA = 160 cm ED = 240 cm EC = 450 cm θ = 32°27”58”

Q: In a triangle whose area is 72 in?, the base has a length of 8 in. Find the length of the…

A: To find: The length of corresponding altitude of the triangle. Given: The area of triangle is 72…

Q: Use Heron's formula to find the area of the triangle with side lengths 9, 16, and 21,

A: We have to find the area of traingle using heron's formula.

Q: If the side of the cube is 2 cm , then the surface area of the cube is. O 24 sq. cm. O 48 cubic cm.…

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Q: Given AABC ~ ADEF, the length of EF is

A: Given: ∆ABC~∆DEF

Q: Find the measure of each of the interior angles of a regular 15-sided polygon.

A: Each Interior angle of a 15-sided regular polygon is 156°.

Q: The perimeters of two regular hexagons are 30 in. and 72 in. What is the ratio of their apothens? Of…

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Q: Let AABC be a triangle and let D be a point on the side BC. Prove that the ratio of the areas of…

A: Sketch the triangle ABC.

Q: If the area of the circle is 25TT cm², what is the length of diagonal AD? a. 5V2 cm b. 5V2n cm c.…

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Q: In Circle T with m<STU = 50 and ST = 3 units, find the length of are SU. Round to the nearest…

A: Solution:Given    T is a circle∠STU=50      and ST=radius=3 units To find the length SU:Formula:Arch…

Q: given a cube whose edge is a cm find  1- the angle between the digonal of the cube and the digonal…

A: Consider this picture for ease of understanding.

Q: . If two sides a and b and the included angle C are knownin a triangle, then the area K is found…

A: Two side a and b  and angle C of a triangle is given, we have to find formula for area of a triangle

Q: %3D . If SQ = 11x– 26 and PR = 5x + 28, find PR. %3D T. R S.

A: Given data is              SQ =11x-26  PR =5x+28  PR =?

Q: 9. 2-y -1 2 -2

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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: 5. Given: In circle 0, OA = 5, BC = 6, and CD = 4 Find: Area of Quadrilateral ABCD

A: (5).    Given: OA=5BC=6CD=4

Q: In AABC shown below, A'C' is parallel to AC. Find the length of BC".

A: Given that:A'C'||AC

Q: 7 in. 60°

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Q: Find the area of a pentagon with an apothem of 7.3 and a side length of 10.6.

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Q: Find the area of the given polygon. 15 O 20 33 O 37 O 42 O none of the above

A: We have to find area of Polygon.

Q: Find the length of h, the height drawn to the hypotenuse, of the right AABC with right angle at C if…

A: We can find the answer as below.

Q: Find the interior angle of each regular polygon. Round to the nearest tenth. Regular 22-gon

A: We know that the interior angle of regular polygon having n sides  = [(2n - 4)*90]/n

Q: If the area of a square is 2 in.2, then find the length of the square’s diagonal, d

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Q: Given: ROMP is a square Prove: RM PO

A: Two column proof :                           Use a table to present a logical argument and assigns…

Q: Complete a two column proof

A: Two triangles are congruent if their corresponding sides are equal in length, and their…

Q: A circle is inscribed in a triangle having sides of lengths 6 in., 8 in., and 10 in. If the length…

A: Given that, the lengths of sides of a triangle are 6 in., 8 in. and 10 in. Let the sides of the…

Q: If the quadrilateral below is a square, find the missing measures. N. *LN = 46 OM = PN = PO = ON =…

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Q: Use Heron's formula to find the area of a triangle with sides of lengths a = 29.7 ft, b = 42.3 ft,…

A: Given: a=29.7 ft b=42.3 ft c=38.4 ft To find the area of the triangle using Heron's Formula

Q: Find the length of AB in circle O.

A: o is centre of circle and p is parallel to o so p is midpoint of AB

Q: Given: Circumscribed polygon ABCD ,AB = 「わ7 =

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Q: If a regular hexagon has a side of 5 cm, then determine: a) measure of the radius of the…

A: Given side of regular hexagon is s=5 cm (a) Since radius and side of the regular hexagon is equal.…

Q: Consider regular octagon RSTUVWXY, with each side of length 18, and the length of diagonal RU.…

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Q: The perimeters of two regular hexagons are 30 in. and 72 in. What is the ratio of their apothems? Of…

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Q: Find the perimeter of AABC shown in Figure 8.17 if: а) АВ 5 in., AC 6 in., and BC 7 in. b) AD 8 cm,…

A: Given that : a) AB = 5 in. , AC = 6 in. and BC = 7 in. b) AD = 8 cm. , BC = 6 cm., and AB¯ ≅AC¯…

Q: Find the area of a regular polygon with an apothem of 14.5 and a perimeter of 50.5.

A: Apothem=14.5 Perimeter=50.5

Q: If PQRS is a rectangle, ST= 12, and MZPRS = 23°, find each measure. %3D

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Q: In parallelogram ABCD if AC=42 find AE

A: Since ABCD is parallelogram,  And AC =42 We have to find AE=?

Q: Given: Triangle ABC Prove: < BAC is congruent to < BCA В

A: As per the bartleby guidelines for more than one part only one has to be solved .Please upload the…

Q: Given a regular hexagon with apothem of 46, find the area. Round to the nearest hundredth.

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Q: The length of BT is mi.

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Q: AD, BE, and CF diametersS of the same circle. Prove ate that AA BC = ADEF

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Q: The apothem of a regular hexagon is 5/3 in. What is the length of its sides? What is its area?…

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Q: If M is the midpoint of AB, find the length of AB.

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Q: Given an isosceles, but not equilateral, triangle AABC with AB = AC, write down all congruences from…

A: It is given that triangle ABC is an isosceles triangle with AB¯≅AC¯. Construct an altitude BD¯ in…