In circle E, AB || CD and BC is a diameter. OE 17. If m AC =4x-5 and mBD=2(x+20), what is mZABC? %3D %3D

Q: A can of beans has a surface area of 368 cm^2. Its height is 16cm.

A: Given Data: The surface area of a can of beans is: A = 368 cm2 The height of the can is: h = 16 cm…

Q: 8. What is is mXW based on the figure shown? Assume YWis a diameter of the circle. M 78 42° D 78°…

A:

Q: А. 8 cm 8 ft 12 cm 5 cm Answer: 10 ft he Surface Aree of the Solid Fiaure: B.

A: Recall:  Area of Rectangle=(Iength)(breadth)  Area of Square=(side)2  Area of…

Q: A D 10 in 5 in F 12 in

A: We have to find the surface area.

Q: The figure below is a net for a triangular ругramid. 7.79 ft 9 ft If all the triangles are…

A: Question:-  The figure belwo is a net for a triangular                        pyramid.…

Q: The surface area of a sphere is 452.16 cm?. Find the length of the radius. Use 3.14 for TL. The…

A: Solution:GivenSurface area of sphere =452.16 cm2To find the length of the radiusFormula:Surface area…

Q: 5. In the dingram below of circle A, diameter MP =26, MLGAI= 30°, MG TP, and drawn. Find the ares of…

A:

Q: a right prism has a regular pentagon of side 5cm as its base with an altitude of 20cm. find the area…

A:

Q: Mr. Sukrez wants to paint his stornge shed. Ile needs to calclete the interal surface area of the…

A:

Q: A spherical ball of radius 3 cm was dropped into a conical vessel of depth 8cm and radius of base 6…

A:

Q: %3D In circle Q with m/PSR= 30, find the mZPQR. Q R P. S

A: Given :               angle PSR = 30  To find :               PQR

Q: A soup can has a height of 4 cm and a radius of 3 cm.  The amount of soup the can hold is…

A: topic - volume of cylinder

Q: If r = 16 cm, what is the area of this sector? Express your answer to the nearest tenth of a…

A:

Q: The figure below is a net for a triangular рyramid. 7.79 ft 9 ft If all the triangles are…

A: There are totally 4 triangles Given: Height=h= 7.79 ft and the Base=b= 9 ft Formula: Area of a…

Q: What is the ratio of the area to the perimeter of an ellipse 9x² + 25y² = 225? %3D O None of these O…

A: Topic:- geometry

Q: In the circle below, O is the center, VT is a diameter, PU intersects the circle at T, and SW…

A:

Q: 3. DR is a diameter of OO. If mMR = 70 , find: %3D a. MZRDM d. mÓM b. MZDRM e. m RD C. MZDMR

A: Since, DR¯ is a diameter of O. If mMR⏞=70°.Then our find (d) mDM⏞(e) mRD⏞

Q: (3) Find the volume of a square pyramid with base side length 6m and height 8m? (Be careful with…

A: Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: Find the number of circles with radius 1 m are needed for the sum of their areas to equal the area…

A: Note that, area of the circle is πr2. Let n be the number of circles with radius 1 m. Sum of area…

Q: Matt needs to find the surface area of this rectangular pyramid. What answer should he arrive to?…

A: Given that: A pyramid as shown in the figure. To calculate: Total surface area of the given figure.

Q: Darius has a cylindrical can that is completely full of sparkling water. He also has an empty…

A: Consider the radius r and height h of the cylindrical can is, r=3.3 cm ,  h=12.1 cm Then, the volume…

Q: Q#5  A cuboid of length 12 cm and breath 9 cm has a total surface area of 426 ??2 . i- Find the…

A: Length of cuboid l=12cm Breadth of cuboid b=9cm Let height of cuboid is h Then total surface area of…

Q: RB is tangent to a circle, whose center is A, at point B. BD is a diameter. R D 25° What is m2 CBR?

A: A tangent to a circle is a line which touches a point on the circumference of a circle externally.…

Q: Solve for the length of radius AB of circle A when CD = 4 cm and BD = 8 cm and B is a point of…

A: Geometry Question

Q: 5. Complete the square in order to determine the center and radius of the given circle: x² + 6x + y2…

A: This question is related to circle equation and area of shaded region inside circle.

Q: 9. In a circle, diameter AB is perpendicular to chord CD at P. If AP = 9 and BP = 6, then find CD.…

A: According to company rules.. I have to solve first question when multiple questions are posted.. So…

Q: 9. The area of the small sector is 20n ft2. What is the radius of the circle? В 720

A: Explanation of the solution is given below...

Q: 5. In the accompanying diagram, BD is tangent to circle O at B, BC is a chord, and BOA is a…

A: Given  AC^=54∘BOA¯ is a diameter

Q: 23. BA is a radius of circle B and GH is a radius of circle G. ZB LG, BC-6, and the area of sector…

A:

Q: 3. Find the area of the rhombus. dl (2x +2) cm d2 (6x + 8) cm

A: As we know that the area for a rhombus when the p and q are the diagonal is:- A=pq2

Q: Antoine has a sphere of clay with a radius of 5cm he molds that into a cone and the radius is 2cm.…

A:

Q: A C Line AC is a diameter of the circle above, and AB = BC. If AB has a length of 2/2, what is the…

A:

Q: find the total length of the circle r = 2a cos 0 for a > 0?

A: Recall the below fact.

Q: The area of a sector of the circle with an arc measure of 45° and with a radius of 4 is A 16л 45° 4…

A:

Q: .What is is mXW based on the figure shown? Assume YWis a diameter of the circle. M 78° 42° D

A: From the given figure: The sum of all angles made on a straight line is 180°. Or…

Q: The diagram below shows the radius of the circular opening of a drinking cup. 4 cm Which of the…

A: We have to find out

Q: The triangle with side length a=6 cm and angles measures angle B= 45° and angle C= 120° is given.…

A: Given data:- Side length of the triangle, a=6 cm ∠B=45°∠C=120°

Q: The figures below are similar. 9 in %3D %3D %3D 3 in 3D S, = ? Sz = 9 in? What is the surface area…

A:

Q: Gabi makes a circular pizza and cuts it into 8 equal slices.  If the area of the sector of one slice…

A:

Q: Find the surface area of the regular pyramid shown to the nearest whole number. 1 7A SA Not drawn to…

A: Area of the square base is, A=5·5=25 ft2 Area of the four triangles is,  412·base·height=2·5·7=70…

Q: SR is the diameter of OM, MZRMT =(x+15)°, MZUMR =(3x+15)°, and mZSMT =(4x-10)°. %3D %3D %3D M T. R…

A: here SR is a diameter  so we can say that  m∠SMR=180 but here m∠SMR=m∠SMT+m∠RMT m∠SMT+m∠RMT=180

Q: In the circle XY is a diameter. If the measure of ZZXY is a° and the measure of arc XZ is b°, what…

A: We have to find angle b

Q: A conical paper cup is to have a height of 3 inches. Find the radius r of the cone that will result…

A: We need to find the radius of the cone  Given height (h) and the surface area (Pi*r*l)

Q: e²+y´ dydx, where D is the circular region inside the unit circle

A:

Q: One face of the semicircular fin shown in the figure will be painted blue, with a circular hole…

A: Given:  A quarter circular fin with a circular hole. AB = 120cm.  Thickness of paint = 2mm  = 0.2cm…

Q: The composite figure below contains a rectangle, an isosceles trapezoid, and two equal parts of a…

A: Area of trapezoid = Sum of parallel sides2× height Area of rectangle = Base x Height Area of circle…

Q: Which of the following calculations are used to find the surface area of the rectangular pyramid?…

A: Surface area of the rectangular pyramid is equal to the  sum of the  area of the four triangular…

Q: Square ABCD  shown has sides of length  10 centimeters. The unshaded portions are both semicircles.…

A: The results to be used are as follows: The area of the square is A=side2 The area of the semi-circle…

Q: ABCD is a trapezoid with bases 4 cm and 12 cm, as shown. Find the ratio of the areas of: D 4 cm C a.…

A: ABCD is a trapezoid with bases 4 cm and 12 cm as shown in the figure

Q: In the figure, BC is a diameter of the circle. AD and BC are produced to meet at P. If DB = DP and…

A: We need to find ∠ABD.

Cylinders

A cylinder is a three-dimensional solid shape with two parallel and congruent circular bases, joined by a curved surface at a fixed distance. A cylinder has an infinite curvilinear surface.

Cones

A cone is a three-dimensional solid shape having a flat base and a pointed edge at the top. The flat base of the cone tapers smoothly to form the pointed edge known as the apex. The flat base of the cone can either be circular or elliptical. A cone is drawn by joining the apex to all points on the base, using segments, lines, or half-lines, provided that the apex and the base both are in different planes.