Q: he geneCral solutION UI tind the pacticular soluetion of the di fforentral equatkoK 24-20 givon y=3,…
A: We have to find Perticular Solution for given differential equation using y=3, x=2.
Q: 6. Given that the quadrilateral EFGH is a trapezoid, m/H=66° and m/HEG = 76° calculate m/FEG E F H…
A:
Q: 9. Given cyclic quadrilateral ABCD shown in the diagram, and the measure of arc CDA 250°, find the…
A:
Q: An artist joined three square regions at their vertices to create the figure shown in the diagram.…
A: Given
Q: IL ^y,P ^z ] [P ^y,L ^z ] %3D ulgn O İhi O II
A: For complete solution please see below step.
Q: Considere la circunferencia C = (x – 2)² + (y + 6)² = 10 %3D cuyo centro se desplaza 2 unidades a la…
A:
Q: In 00, the radius of the circle measures 13 inches. The radius OB is perpendicular to chord CD whose…
A:
Q: dCx,4)=\x=y?l, Y x, B, ZE R, b is a methic
A:
Q: 9- find CAiblegonal Ciudes I21=1 and 12-11=4 all the Cisedes to the
A:
Q: A piece of paper is folded in three, then a semi-circular cut and a straight cut are made, as shown…
A: Ans:- option (B) is your correct option.... I have tried to explain by naming its edge...so that you…
Q: 2. what ic the nth -term Tormul a For this (equen ce 2, 6, 12, 20 30, 42 ?
A: Given that We have to find nth term formula for the given sequence : 2, 6, 12, 20, 30, 42.....
Q: You are designing a box to ship a package to your sister that has two congruent pentagons on each…
A: It has two pentagonal ends and 5 rectangular sides in cylinder shape.
Q: 7.) Consider the smallest individual cubes and assume all stacks are solid. Determine the number of…
A: Consider the first figure, the length is 6 cubes, width is 2 cubes and height is 2 cubes. Total…
Q: 20. Given that AABC is an isosceles what is mZADC?
A: Given an isosceles triangle ABC
Q: Give an example That is acerursine definition for a decicearing geomble segrense.
A: The given question is solved below.
Q: Solve bhe eneral Solu biun Fur bhe First order Gepurable equabion. 3. y Ci-y) %3D 2.
A:
Q: a slide, a tetherball, and a swing are all 20 feet apart in a park, where could a water fountain be…
A:
Q: Jordan built her cat Tuna a new scratching post. She needs to cover the post with carpet. 10\text{…
A:
Q: A, D, ai Ical Bis between A and C. If AB = 36, BC = 5x - 9, and AC = 54, find x. %3D %3D
A:
Q: 3. Find the perimeter and area of a solar panel in the shape of kite with dimensions given in the…
A: Given A solar panel in the shape of kite with dimensions .
Q: 4. If DT = 15, TC = 35, and ES = 35, calculate the perimeter of ADEC.* *Image not drawn to scale. E…
A: Given the triangle :
Q: 7. Escher was an artist who accidentally incorporated non-Euclidian geometry into his work. True or…
A: THE STATEMENT IS ABSOLUTELY TRUE M C ESCHER WAS A DUTCH ARTIST AND HE MANAGED TO REPRESENT MANY…
Q: 8) Determine mZD and mZE, if BCDE is an isosceles trapezoid. 125° E 8.
A: Trapezoid BCDE is isosceles. So, each pair of base angle is congruent. Therefore, ∠E≅∠Band ∠D≅∠C
Q: vame the solid and classify each as polyhedron or non-polynedron 1. Sample 2. 3. Sphere…
A: # we are entitled to solve three subparts , please resubmit the other parts if you wish to get it…
Q: A can is about to stack in the form of a two dimensional Christmas tree, if the required base of the…
A: This is a question related to sequence and series part. From base the number of can will be…
Q: 6. 4, efer to the Ingure, all3WCI tII C 9, B 8, 10 F A Shape 4. If BT - IG and IG 60°, %3D %3D
A: Given figure, have to find centra angles, inscribed angles , minor angles.
Q: the base edges of a frustum of a regular square pyramid are 4.9 in. and 8.3 in. and its lateral…
A: Let's find.
Q: Use Euler's Theorem to find the value of n. 4) What is the number of faces? If the solid has 12…
A:
Q: 37 Select the geometric figure that possesses all of the following characteristics: i. polygon ii.…
A:
Q: 11-12. Ms. Pat wants t that are 14 meters lon third side?
A: Solution...
Q: ) What attributes do all cylinders and cones have that not all three-dimensional figures have?…
A: Given that:A) All cylinders and cones B) All cylinders and all prisms
Q: 3. Find the solution for a circular dru conditions are
A: Given: The equation are, ∇2 u + k2 u =0 ......(1) With u=0 when r = R
Q: Now 1. Looking at the roof of Coolidge below, identify any corresponding sides. A
A: We have to find the corrsponding sides
Q: Show that if (, y, z) is a Pythagorean triple then 60|xyz.
A:
Q: 15. Refer to llustration 7. Given: Isosceles triangle AFC with base AC. Isosceles triangle BGD with…
A: answer is in next step
Q: Falke ? If tru e dell ahy. If not couniter Lexample. True or true gite
A: Statement 1: All the prime numbers are even. The above statement is false. Because 3 is a prime…
Q: JEA 2-Eva luate Edr where cis por tion 2 en fourth quadre. Pn ourth 9
A:
Q: A solid in the form of a cube of edge 12 cm. is melted and formed into three smaller cubes of…
A: Given that the given function is edge of the third qube
Q: 11) Conoco Phillip's Petroleum Company produces barrels of oil made of steel. If each barrel was 6…
A:
Q: A can is about to stack in the form of a two dimensional Christmas tree, if the required base of the…
A: A can is about to stack in the form of two dimensional Christmas tree. The required base of the…
Q: 10 Al makes a diagram of a semicircular window as shown. -71 in
A: Solution of the problem as follows
Q: Fit a sion Line on the given olata. ( 7 3 7 4 2 3 5 6 y15 89 16
A: Given data, X Y X*Y X*X 3 5 15 9 4 8 32 16 2 9 18 4 3 7 21 9 5 3 15 25 6 7 42 36 7…
Q: annat pe 4 panda 40 god = mode O xp (9 − xx + ₂x) J rester auf dienser og ressatur aut to conflittop…
A: ∫24x2+3x-6dx=∫24x2dx+3∫24xdx-6∫24dx
Q: Which statement is TRUE about every right rectangular prism (rectangular solid)? I. All the edges…
A: Statements are given
Q: 3. The diagram shows a cuboid that is formed by bending a long wire of length 336 cm?.
A: Given : h = 4(21-x) x = 12.92 cm
Q: A prism contains two types of faces: bases and lateral faces. O True O False
A:
Q: 14. 15. 13. 14. Mathematics in the Modern World 15.
A: Given : Solid structure is given
Q: find ely? In J9 =C@nstaut
A: Given, y=z14-3 ln ax2-2 where a= constant To Evaluate, ∂y2∂x∂z
Q: Draw the solid. 11. Pentagonal prism 12. Rectangular pyramid 2 10. Triangular prism
A: Triangular prism:
Trending now
This is a popular solution!
Step by step
Solved in 2 steps with 2 images
- Suppose you make napkin rings by drilling holes with different diameters through two wooden balls (which also have different diameters). You discover that both napking rings have the same height h. Guess which ringhas more wood in it. Then use the shell method to compute the volume of a napking ring created by drilling a hole with radius r through the center of a sphere of radius R and express the answer in terms of h. Finally find the amount of wood in two different napkin rings: one with h=2in, r=.5in ,and R=1.5in. and the second napkin ring with h=2in, r=.75in, and R=2.Suppose you make napkin rings by drilling holes with different diameters through two wooden balls (which also have different diameters). You discover that both napkin rings have the same height 7h, as shown in the figure. (Let a = 7.) Use cylindrical shells to compute the volume V of a napkin ring of height 7h created by drilling a hole with radius r through the center of a sphere of radius R and express the answer in terms of h.Suppose you make napkin rings by drilling holes with different diameters through two wooden balls (which also have different diameters). You discover that both napkin rings have the same height h. Guess which ring has more wood in it. Then use the shell method to compute the volume of a napking ring created by drilling a hole with radius r through the center of a sphere of radius R and express the answer in terms of h. Finally find the amount of wood in two different napkin rings: one with h=2in, r=.5in ,and R=1.5in. and the second napkin ring with h=2in, r=.75in, and R=2. Show all work and label parts of formula (h(x)=?, p(x)=?)
- A company applies a clear glaze finish on the outside of the ceramic bowls it produces. The bowl corresponds to the bottom half of a sphere which is created by rotating the circle x2 + y2 = 16 around the x-axis. The finish is to be 0.2 cm thick, and the company wants to create 3000 bowls. Use the fact that 1 L = 1000 cm3 to calculate how many liters of finish are required. Assume that all specifications for the bowl are in cm. OPTIONS: 1) 1.51 L of finish 2) 150.8 L of finish 3) 60.32 L of finish 4) 30.16 L of finishsuppose you make napkin rings by drilling holes with different diameters through two wooden balls (which also have different diameters). You discover that both napkin rings have the same height h, as shown in the figure. Use cylindrical shells to compute the volume of a napkin ring created by drilling a hole with radius r though the center of the sphere of radius R and express the answer in terms of h.A layer of equal spheres is in the form of a square. The spheres are arranged so that each sphere is tangent to every one adjacent to it. In the spaces between sets of four adjacent spheres, other spheres rest, equal in size to the original. These spheres form in turn a second layer on top of the first. Successive lauers of this sort form a pyramidal pile with a single resting on top. If the bottom layer contains 16 spheres, what is the height of the pile in terms of the common radius r of the spheres.
- With α> 0, the circle of (x-2α) square + y square = 4α is rotated around the line x = -1. A torus is formed as a result of the rotation. Since the volume of the torus formed is 24π square, calculate the value of α.1. Angelo, who is in a rowboat 2 kilometers from a straight shoreline wishes to go back to his house, which is on the shoreline and 6 kilometers from the point on the shoreline nearest Angelo. If he can row at 6 kph and run at 10 kph, how should he proceed in order to get to his house in the least amount of time?2. A closed box with a square base is to have a volume of 2000 cm3. The material for the top and bottom of the box costs P30 per square centimeter and the material for the sides cost P15 per square centimeter. Find the dimensions of the box so that the total cost of material is the least possible and all its dimensions do not exceed 20 cm.3. Find the radius and height of the right circular cylinder of largest volume that can be inscribed in a right circular cone with radius 4 cm and height 3 cm.4. An offshore oil well located at a point W that is 5 km from the closest point A on a straight shoreline. Oil is to be piped from W to a shore point B that is 8 km from A by piping it…A frustum of a conical tank whose upper radius is 10 cm, lower radius of 8 cm and height of 12 cm is filled with water to a height of 6 cm. Water in this tank is transferred to a hemispherical tank whose radius is 20 cm. What is the Volume of water in cm³?
- (a) Determine the dimensions of the least expen- sive cylindrical can that will hold 100 cubic inches if the materials cost 2¢, 5¢and 3¢, re- spectively, for the top, bottom and sides. (b) How do the dimensions of the least expensive can change if the bottom material costs more than 5¢per square inch? I need help with question (b) please6. Give formulas for the volume and the surface area of acone whose height h is three times its radius r.4.1 Find the area and centroid bounded by: 5