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equationsWhat are the equations for these paterns? 1 lap             ...

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What are the equations for these paterns?

1 lap              $1               $2

2 laps             $3               $3.50

3 laps             $5               $5

4 laps             $7               $6.50


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neela's profile pic

Posted (Answer #2)

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We set up the following linear equations, in accordance with the quantities and try determine x,y .





From (1) and (4)  eliminating x we get,

(4)-3*(1):  3y=6.5-8=-1.5. Therefore, y= -1.5/3= -0.5. Re substituting this value of y in(1), x-0.5 =2=>x =2.5.

We see that  the value of x and y fits well to all the patterns.



justaguide's profile pic

Posted (Answer #3)

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We see that the numbers corresponding to 1 lap are $1 and $2, for an increase in the number of laps by 1, the first number increases by 2 and the next by 1.5. Let the number of laps be x which is the independent variable, and the number in the 2nd and 3rd columns be represented by y1 and y2.

We get the equations:

y1 = 1 + 2(x - 1) and y2 = 2 + 1.5(x - 1).

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