Problem Two children sit on a seesaw, as illustrated. The mass, in kilograms, of the first child is m, and the mass, in kilograms, of the second child is m2. In the diagram, d, and d2 represent the distance, in feet, from the fulcrum (the balance point) to each child. The total distance between the children is 14 feet. fulcrum m2 Part A For a seesaw to be balanced, mid1 = m2d2 Use the information in the table to write the function f(x) that allows you to determine m1, the mass of the first child. d2 14-X m2 d1 30 Part B Determine the inverse function to model the distance, d2. based on the mass of the first child. Show your work.
Problem Two children sit on a seesaw, as illustrated. The mass, in kilograms, of the first child is m, and the mass, in kilograms, of the second child is m2. In the diagram, d, and d2 represent the distance, in feet, from the fulcrum (the balance point) to each child. The total distance between the children is 14 feet. fulcrum m2 Part A For a seesaw to be balanced, mid1 = m2d2 Use the information in the table to write the function f(x) that allows you to determine m1, the mass of the first child. d2 14-X m2 d1 30 Part B Determine the inverse function to model the distance, d2. based on the mass of the first child. Show your work.
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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Given:
The given data is as follows:
Mass in kg | Distance from fulcrum | |
First Child | m1 | d1 |
Second Child | m2 | d2 |
The distance between d1 and d2 is 14 feet.
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