da6plusmich
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the science club sponsor is ordering caps and shirts for the boys and girls in the science club. there are 45 science club members. if the caps come inpackages of 3 and the shirts come in packages of 5, what is the least number of packages of caps and shirts that will need to be ordered?

Respuesta :

aeoaudrey
Well if you need 45 of each, just divide 45 by 3 and 5. You'd get 15 packages of caps and 9 packages of shirts. I hope this helps! Funny, someone just asked the same question as well and this is the response I gave to them!

Answer:

The club sponsor needs at least 15 packages of caps and 9 packages of shirts.

Step-by-step explanation:

We have to find the least common multiple of 3 and 5.

The LCM of 3 and 5 is 15.

There are 45 science club members in all. The caps come in packages of 3 and the shirts come in packages of 5.

So, the least number of packages of caps and shirts that will need to be ordered are:

caps = [tex]\frac{45}{3}=15[/tex]

shirts = [tex]\frac{45}{5}=9[/tex]

Therefore, the club sponsor needs at least 15 packages of caps and 9 packages of shirts.

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