Combination of 2 formulas for a graph

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Homework Help Overview

The discussion revolves around combining two formulas representing waveforms for the purpose of generating a third output waveform. The original poster is uncertain about how to effectively combine the formulas and seeks suggestions on the approach to take.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants inquire about the specific formulas to be combined and the nature of the new waveform desired. There are suggestions to clarify the original problem statement and to utilize LaTeX for better readability. Some participants propose different methods of combination, such as addition or multiplication, while others question the need for additional constraints to make the problem meaningful.

Discussion Status

The discussion is ongoing with various interpretations of the task being explored. Some participants have provided guidance on how to express the waveforms and suggested using trigonometric identities to expand the output. However, there is no clear consensus on the exact method of combination or the specific requirements of the task.

Contextual Notes

There are indications of confusion regarding the original problem statement and the use of variables. The original poster has been asked to clarify the exact wording of the problem and the units involved in the expressions. Additionally, there are constraints related to the plotting of the waveforms and the need to adjust the time scale for better visualization.

  • #31
leejohnson222 said:
I would say number 3 and 4 are correct
No.

We are told x = (a+b)c.

We can choose any values we want for a, b and c. For example, suppose a= 1, b =2 and c = 5.

We can put the chosen values in so that we know what x is for our chosen values of a, b and c;
x = (a+b)c = (1+2)*5 = 3*5 = 15

Choice 3) is x = (a+c)b. This gives x = (1+5)*2 = 6*2 = 12. That’s not equal to 15! So choice 3) is wrong.

There is only one correct answer, choice 4), x = ac + bc = 1*5 + 2*5 = 5+10 = 15.

This is very basic maths. If you are on some sort of course which requires maths, you need to do some revision/catching-up. There’s plenty of online stuff available, for example BBC Bitesize Maths. Good luck.
 
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  • #32
i appreaciate your assistance, yes i am on a course after a 15 year break from maths, and i know some of the basic rules are letting me down, with brackets etc, i actually did exactly this by substituing for numbers and went to work out all of the ones your wrote up, problem is its hard after a 10 hour day and sorting the kids out, anyway no excuse i need to improve here to progress. thanks again
 

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