At a fair i bought 6 erasers and 2 pens for $15. If i could have bought 4 more erasers for $14 than pens for $9, the price of a pen was????

Question

anonymous · Answer

@AriPotta  @HELP!!!!  @Austin_Rain @Aperez  @asianfever  @hba

anonymous · Answer

@alewis98  @BlackChickSwag  @chance327  @DLS  @evergirl

aripotta · Answer

i don't understand the last part of your question. is it saying 4 erasers cost $14??

anonymous · Answer

thats the problem its an aptitude question

anonymous · Answer

Is it saying 4 more erasers (plus the ones she bought) which would make it 10 erasers = $ 14 ???

anonymous · Answer

i am not able to understand the ques

anonymous · Answer

@damien  @e.cociuba  @firefightere9  @gjhfdfg  @Hayatcakes  @HB0315

anonymous · Answer

6e + 2p = 14
I am sorry...I can't get past this :(

anonymous · Answer

it's ok

anonymous · Answer

@Mimi_x3  @myko  @n14r96

aripotta · Answer

the question's worded weird

anonymous · Answer

yes it is....confusing

anonymous · Answer

thank u ppl jus got the answer by my own

aripotta · Answer

cool. can you tell us the answer?

aripotta · Answer

just curious

anonymous · Answer

hmm.. yea

anonymous · Answer

the ques says that  6 erasers and 2 pens is for $15
so let us consider the cost of eraser and pen be E and P respectively
=> 6E+2P = 15
then , it says 4 more erasers for $14 than pens for $9
that is , if the number of pens is 'n' then the number of erasers is '(4+n)'
nP=9 ,(4+n)E=14