How To Solve Work Problems In Algebra

How To Solve Work Problems In Algebra-17
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Knowledge of solving systems of equations is necessary to solve these types of problems.

This problem has to do with mowing lawns, someone who's a contractor of a landscaping business works in a way where they're ordering different people to do different jobs.

Before you start doing your homework problems make sure you're not doing the meatball answer, the meatball answer for this kind of a problem would be well if Brooks mows it in 4 hours, Jeremy mows it in 2 hours the meatball would say it takes them 6 hours working together what it does it you guys when they work together it goes faster, that's why again the answer that's faster than either guy working alone.

Keep that straight in your head and don't pick the silly multiple choice question.

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Does that make sense we say it again 1 hour working together, they could do 3 fourths of the job, they're almost done not all the way done.

The way to figure out how long it would take them and to complete the job all the way would be to use the formula fraction they could do together times sum amount of time that they're working equals 1 total job, 1 complete job. Well the way to undo multiplying by a fraction is to either divide by the fraction, or multiply by the reciprocal.

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