Remember to have the correct units. kilometers and meters do not automatically match up. I would convert to kilometers.
A) Pythagorean Theorem B) Use a certain given factor in the problem and the answer in A to get the expression. C) Distance from A to P = expression 1. Distance from P to C = Answer A = expression 2. expression 1 + expression 2 = ? D) Use expression 1 in C and a certain given factor to get t1. Use expression 2 in C and a certain given factor to get t2. t1+t2 = ? E) What are we minimizing? How can we use the available information to get everything in the correct units? Minimizing/Maximizing/Optimization deals with what Calculus concept? F) Solve for expression D G) Using the 1.5km given to you, what is xp (the x value, according to Peter)? Can you make a similar expression like that in C with this information? Evaluate this like you did in Part D and compare this to what you got in Part D.
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A) Pythagorean Theorem
B) Use a certain given factor in the problem and the answer in A to get the expression.
C) Distance from A to P = expression 1. Distance from P to C = Answer A = expression 2. expression 1 + expression 2 = ?
D) Use expression 1 in C and a certain given factor to get t1. Use expression 2 in C and a certain given factor to get t2. t1+t2 = ?
E) What are we minimizing? How can we use the available information to get everything in the correct units? Minimizing/Maximizing/Optimization deals with what Calculus concept?
F) Solve for expression D
G) Using the 1.5km given to you, what is xp (the x value, according to Peter)? Can you make a similar expression like that in C with this information? Evaluate this like you did in Part D and compare this to what you got in Part D.
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If you cannot get your nicely scanned problem, go and shoot yourself.
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But, you know, thanks for your help.
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