How to Solve a Literal Equation – example 1 1.Consider the Problem. 2.Clear the denominators. 3.Isolate all terms containing what you intend to solve for.

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Presentation transcript:

How to Solve a Literal Equation – example 1 1.Consider the Problem. 2.Clear the denominators. 3.Isolate all terms containing what you intend to solve for. 4.Solve. 5.State your conclusion home page of … dusty wilsonhome page of … dusty wilson Math 115 home pageMath 115 home page

Warning – To succeed at solving these problems, you must be able to solve problems on your own. This means: a.) No notes. b.) No calculator. c.) No tutor or friend. To accomplish this, you must be able to perform each step prior to seeing it carried out. So, after you think you understand the process, try another problem. Rather than looking at this example to direct you, look at it to check your progress and understanding. Good luck and enjoy some fun problems home page of … dusty wilsonhome page of … dusty wilson Math 115 home pageMath 115 home page

Step 1: Consider the problem. Solve for m. home page of … dusty wilsonhome page of … dusty wilson Math 115 home pageMath 115 home page

Step 2: Clear the denominators home page of … dusty wilsonhome page of … dusty wilson Math 115 home pageMath 115 home page

Step 3: Isolate all terms containing what you intend to solve for. home page of … dusty wilsonhome page of … dusty wilson Math 115 home pageMath 115 home page

Step 4: Solve. home page of … dusty wilsonhome page of … dusty wilson Math 115 home pageMath 115 home page

Step 5: State your conclusion The solution to the problem below: is: Note: Your ability to solve literal equations will greatly increase your ability to find inverse functions. Solve for m. home page of … dusty wilsonhome page of … dusty wilson Math 115 home pageMath 115 home page