Directions: Solve the problem below. SHOW PERTINENT SOLUTION.1. Juan is making a collage, and he planned to form a circle by putting together various pieces ofconstruction paper. Given the formula of the area of the circle A =a. Find the inverse of the area in terms of radius.ar?.b. Use the inverse to find the radius of a circle with an area of 48 cm2.2. Maria wants to buy a particular breed of bangus. And she is aware that the weight W (inkilograms) of a particular breed of bangus is related to its length L (in centimeter). Given thisfunction W =(5.32 x 10-3)L2, find its inverse and determine the approximate length of a bangusthat weighs 0.769 kilogram

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Answered: 1. Juan is making a collage, and he…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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6. Find the area of the circle to the nearest tenth. Use your calculator's Pi button. Diameter = 10 cm c. 81.7 cm² d. 78.5 cm² a 15.7 cm² b. 88.2 cm²
Show work.
Trlangle BIG is similar to trlangle MOP. Find v. I. 62cm 66cm 99cm 33cm P. Figure is not drawn to scale.
Answer each question fully by showing all work for full credit. Make sure to include units and to round as required. 1. A farmer is fencing off a triangular part of his property where he would like his cattle to graze. Two of the sides are given below. Round answers to all parts of this question to the nearest hundredth. a. Find the length of the fencing for the missing side of the triangle. 1072 feet bh b. Find the area of the triangular region in square feet Use A = 2. 343 feet C. Find the area, in acres, of the triangular region. Use the conversion factor 1 acre 43,560 square feet.
Therefore, the length of the radius is equal to 13 cm. What's More A. Read the problems carefully and answer the questions that follow. 1. Mrs. Nena will put a design on her crochet. It forms a square inscribed in her circular tablecloth. What is the perimeter of the lining if the diameter of the circle is 1 meter? a. What are the given data that you may use in solving the problem? b. Illustrate the given situation. c. Identify the mathematical concept involve on the given problem. d. Solve. Show your solution. e. Box the final answer. 2. LABC is inscribed in OT. It intercepts ADC. If mzABC = 5x - 13 and the mADC = 8x + 4, what is the value of x? a. What are the given data that you may use in solving the problem? b. Illustrate the given situation c. Identify the mathematical concept involve in the given problem. d. Solve. Show your solution. e. Box the final answer.
5. Julienne is making a collage for her MMW 101 subject. She used a rectangular illustration board that measures 16in x 13in. She wants to have a 2-in border on every side for decoration. What is the area covered by the collage?
I need #4 answered
13. SQRE is a square. The distance of SR = 27√2. Find the following: S a. QR= b. Area of SQRE } c. m4 SQA = E d. m4 RAE = R
8. By how much larger is the pizza made in a square pan than a circular pan? A. 196 In B. 153.86 In C. 42.14 in D. 349.86 in- 9. A triangle and a semi-circle. The triangle has a base of 5 inches and a height of 4 inches. The diameter of the circie matches the buse of the triangle. Find their composite area. A. 10 in B. 19.81 in C. 19.63 in D. 9.81 in 10. Rob is painting large polka dots on a sheet for the backdrop of the school musical show. He painted 16 polka dots, each with a radius of 12 inches. If all the 16 polka dots are mounted in a wall 8 feet by 7 feet, how many square teet is not covered by the16 polka dots? A. 3.14 fe B. 5.76 ft C. 50.24 ft D. 56 ft2
Sand is being dumped from a hopper railcar at a rate of 40 cubic feet per minute. It forms a pile in the shape of a right circular cone whose base diameter and height are always equal to each other (both are growing larger as more sand is dumped). How fast is the base diameter increasing when the base is 18 feet long? Round your answer to three decimal places. ft/min

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