Please solve these given maths as soon as possible . 1. A well has a depth of 24 meters and a diameter of 56 meters. How much will itcost to dig a well at Rs 5.50 per cubic meter?2 If the length of the angle of the surface of a cube is 6.485, what is the volume?3. What is the ratio of the length and range of the corners of a square?4 What is the area if the range of a rhombus is 4a unit and the amallest degree is5. log 2+ log 256 + log134217728 . What is the sum of 4 terms of the section?6. What is the 12th term of -1. v2 section?7. If ay-cx = a-c and ay-cx =0 then (xx)=?8 What is the angle of improvement if some part of a bar is broken and 30 degreesis generated with the standing part?9. If sin A + sin B = 1, then sin A + sin B = ?10.If cotx = v2 +1, then tan x =?11. If cot(e – 30°) =, then sin e =?12. What is the product of v3x - 2x - V3 ?13. (x+) = 5 . then =?14. If x* - x* +1= 0 , then x - =?15. A pen costs 24 rupees. This price is 40% of the actual price. The rest of themoney is subsidized by the government. So how much money does thegovernment subaidize?16. Where is the center of the right triangle?17.If the square of the length of a bar is one-third of the square of the length of itsshadow, what is the improvement at the vertex?18. What is the value of angle AOB if ABC is an equilateral triangle in a circle withcenter 0?19.1f += 8 and3y = -3, then what is the solution of these two equations?

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Description: Please solve these given maths as soon as possible . 1. A well has a depth of 24 meters and a diameter of 56 meters. How much will itcost to dig a well at Rs 5.50 per cubic meter?2 If the length of the angle of the surface of a cube is 6.485, what is

(1) The well has a depth of 24 meters and a diameter of 56 meters. Then we get, The height (h) of…

Answered: - A well has a

Math

Algebra

- A well has a

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

Chapter9: Surfaces And Solids

Section9.4: Polyhedrons And Spheres

Problem 24E: A calendar is determined by using each of the 12 faces of a regular dodecahedron for one month of...

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