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Miscellaneous

 

Written by:

Felix H

 

Date added:

April 13, 2016

 

Level:

University

 

Grade:

A

 

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2 / 448

 

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A graph might be handy (a graph of cost against number of miles travelled for the two schemes?). 4. Obtain a range of solutions for this equation, confirming or otherwise, with justification explanation or proof, whether or not there is always a 'break-even point'. A good answer to this part of the question is needed to obtain the top marks (over 21 out of 24)...
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A graph might be handy (a graph of cost against number of miles travelled for the two schemes?). 4. Obtain a range of solutions for this equation, confirming or otherwise, with justification explanation or proof, whether or not there is always a 'break-even point'. A good answer to this part of the question is needed to obtain the top marks (over 21 out of 24)...
displayed 300 characters

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