Hi, can you help me with all three questions Question 1A company's cost, in dirhams, of making x tablet computers can be represented by 25x + 150.The predicted revenue of selling x tablet computers is 50 + 30x dirhams.a) Write a polynomial that represents the profit of selling x computers.b) If the company sells 150 computers, will it make a profit? If so, how much? Explain youranswer.12:52 AMQuestion 3A company is trying to choose a box shape for a new product. It has narrowed the choices tothe triangular prism and the cylinder shown below.4.24 cmDark4 cm-ChocolateDarkChocolate2.12 cm5 cm3 cma) Sketch a net for each box.b) Find the surface area of each box.c) Which box will require more cardboard to construct?Question 4The sum of the angles of a triangle is 180 degrees. The second angle is two times the first angle.The third angle is three times the first angle. What are the three angles? Classify what type oftriangle this is.12:52 AM

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Description: Hi, can you help me with all three questions Question 1A company's cost, in dirhams, of making x tablet computers can be represented by 25x + 150.The predicted revenue of selling x tablet computers is 50 + 30x dirhams.a) Write a polynomial that repre

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Question 1 A company's cost, in dirhams, of making x tablet computers can be represented by 25x+ The predicted revenue of selling x tablet computers is 50+ 30x dirhams. a) Write a polynomial that represents the profit of selling x computers. b) If the company sells 150 computers, will it make a profit? If so, how much? Explain

Question 1 A company's cost, in dirhams, of making x tablet computers can be represented by 25x+ The predicted revenue of selling x tablet computers is 50+ 30x dirhams. a) Write a polynomial that represents the profit of selling x computers. b) If the company sells 150 computers, will it make a profit? If so, how much? Explain

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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