How Do Symmetric Graphs Relate to Equations and Calculations?

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Symmetric graphs relate to equations through the manipulation of algebraic expressions, such as multiplying factors like (x-2)(x+2) to analyze symmetry about the origin. Clarification is needed on specific parts of the problem, particularly in finding solutions for equations like x = 0.5 cos x, which may require graphical representation for better understanding. The discussion also touches on calculating height using trigonometric functions, with a specific example yielding h = 25.72 km. Visual aids, such as plots and diagrams, are recommended to enhance comprehension of these mathematical concepts. Overall, engaging with graphical methods and visual representations is crucial for solving problems related to symmetric graphs and equations.
whitehorsey
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1. See Attachments



2. None



3. 1st Attachment #19 I believe that I am suppose to multiply (x-2)(x+2) but what do i do about the symmetric with an origin?

2nd Attachment I do not get what they are asking for in the 2nd and 3rd part of the question can you please explain it to me.

3rd Attachment I am not sure if I did this problem right.
tan 1.2 = h/10
h = 25.72 km?

Thank You!
 

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whitehorsey said:
1. See Attachments



2. None



3. 1st Attachment #19 I believe that I am suppose to multiply (x-2)(x+2) but what do i do about the symmetric with an origin?
Did you plot your solution?
2nd Attachment I do not get what they are asking for in the 2nd and 3rd part of the question can you please explain it to me.

You need to find the x which satisfies x = .5 cos x.
They give pretty explict directions on how to start. Did you make the plot they ask for? if not do so.
3rd Attachment I am not sure if I did this problem right.
tan 1.2 = h/10
h = 25.72 km?

Thank You![/b]

Draw a picture, This may be a good place for the law of sines.
 

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