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In 5 minuets, Peter completed 2 math problems. Yvonne says he did 3/5 of a problem each minuets. Is she correct? Explain!
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This is a rate problem. A rate problem is a fraction of two variables. And rates are fixed so. \[\frac{problems}{minutes}=\frac{2 problems}{5 minutes}=\frac{3/5}{1}\] If true, then the rate is maintained and she's right. So it comes down to, are these equal: \[\frac{ 2}{5}=\frac{ 3/5}{1}\] or\[\frac{ 2}{5}=\frac{ 3}{5}\]
so she is right?
Well if \[\frac{2}{5}=\frac{3}{5}\] then yes. If they are not equal, then no.
ok well thank you so much i didnt know what to tell my cousin or how to help her
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