SOLUTION: Cheryl had enough money to buy either 16 pens or 24 erasers.She spent all her money on these 2 items .If she brought 12 pens ,how many erasers did she buy?

Algebra ->  Customizable Word Problem Solvers  -> Age -> SOLUTION: Cheryl had enough money to buy either 16 pens or 24 erasers.She spent all her money on these 2 items .If she brought 12 pens ,how many erasers did she buy?      Log On

Ad: Over 600 Algebra Word Problems at edhelper.com


   



Question 1112551: Cheryl had enough money to buy either 16 pens or 24 erasers.She spent all her money on these 2 items .If she brought 12 pens ,how many erasers did she buy?
Found 2 solutions by josgarithmetic, ikleyn:
Answer by josgarithmetic(39617) About Me  (Show Source):
You can put this solution on YOUR website!
?
p, price of pen
r, price of eraser

system%2816p=24r%2C24p=x%2Ar%29

24p%2F%2816p%29=%28x%2Ar%29%2F%2824r%29

24%2F16=x%2F24

x=%2824%2F16%29%2A24=%283%2F2%2924=highlight%2836%29

Answer by ikleyn(52781) About Me  (Show Source):
You can put this solution on YOUR website!
Cheryl had enough money to buy either 16 pens or 24 erasers.She spent all her money on these 2 items.
If she brought 12 pens, how many erasers did she buy?
~~~~~~~~~~~~~~~~~

According to the condition, 16 pens cost the same amount as 24 erasers.


Hence, 4 pens cost the same amount as 6 erasers.


Cheryl bought 12 pens, hence the remainder of her money is equivalent to 4 pens, which in turn is equivalent to 6 erasers.


Answer.  Cheryl bought 12 pens and 6 erasers.

------------

Be aware !:   The solution by  @gosgarithmetic  is   W R O N G  and   I N A D E Q U A T E !

He misread and misinterpreted the condition and the question of this simple problem.


As usual, @josgaritmetic solved the problem INCORRECTLY.

In future, when/if you get something from @josgarithmetic,

keep in mind that with 30% - 50% probability it is incorrect.

So do not hurry to accept his writing - with high probability it is WRONG.



@josgarithmetic, I proposed an agreement to you - and you demonstratively rejected, ignored and violated it.

You know what is I am talking about.


From now, I will attach this announcement written in bold above,
to each and every your incorrectly solved problem.


@josgarithmetic, GO AWAY from the forum.