Algebra problem that I need help with...

Posted:
in General Discussion edited January 2014
Hey guys, I was wondering if anyone could help me with this problem...I am taking an algebra class. Anyways, I would very much appreciate it if you could help me with it.



Two numbers have a ratio of 5:3. The larger number is 36 more than half the difference of the two numbers. What are the two numbers?



Note: There are two pairs of numbers that will make this a true statement. You need to find both of them. :confused: :confused: <img src="confused.gif" border="0">

Comments

  • Reply 1 of 15
    Remember, guys. Don't give him the straight answer. You can help guide him, but don't cheat for him.
  • Reply 2 of 15
    [quote]Originally posted by Bioflavonoid:

    <strong>...

    _You_ need to find both of them....</strong><hr></blockquote>



    Hint ( If I understand your question ):



    5x/3y = 36 + ( ( x - y )/2 )



    5x/3y = 36 + ( ( y - x )/2 )



    Solve for x and y.
  • Reply 2 of 15
    [quote]Originally posted by Brad:

    <strong>Remember, guys. Don't give him the straight answer. You can help guide him, but don't cheat for him.</strong><hr></blockquote>



    Ya, I hope I didn't come across like I was cheating. <img src="graemlins/oyvey.gif" border="0" alt="[No]" />



    How would you set up such a problem? Is 5:3 the same as 5/3? Any help is much wanted.
  • Reply 4 of 15
    Solve these two equations:





    a/b = 5/3



    a = [1/2 * (a - b)] + 36





    Solve these as well:



    a/b = 5/3



    a = [1/2 * (b - a)] + 36



    [ 12-06-2002: Message edited by: Rick1138 ]</p>
  • Reply 4 of 15
    [quote]Originally posted by MrBillData:

    <strong>



    Hint ( If I understand your question ):



    5x/3y = 36 + ( ( x - y )/2 )



    5x/3y = 36 + ( ( y - x )/2 )



    Solve for x and y.</strong><hr></blockquote>



    LOL, you posted as I was posting...thanks...I'll see if it works.
  • Reply 6 of 15
    [quote]Originally posted by Rick1138:

    <strong>Solve these two equations:





    a/b = 5/3



    a = [1/2 * (a - b)] + 36</strong><hr></blockquote>

    LOL, posted while I was posting again. Thanks
  • Reply 6 of 15
    Oops, sorry Brad.
  • Reply 8 of 15
    I'll tell you guys when I have it solved...I have a lot of other stuff to do also...thanks for all of your help.
  • Reply 9 of 15
    paulpaul Posts: 5,278member
    is there a shareware application that will let you do simple (complex?) algebra on it?



    I know mathematica exists... but that is some high end sh*t!
  • Reply 10 of 15
    [quote]Originally posted by Rick1138:

    <strong>Solve these two equations:





    a/b = 5/3



    a = [1/2 * (a - b)] + 36



    [ 12-06-2002: Message edited by: Rick1138 ]</strong><hr></blockquote>



    I came up with this as well before I looked at anyone else's posts. That should give you one correct set of answers. I didn't get the other equations but after rereading the problem they look correct too. I must be a freak because I love algebra!
  • Reply 11 of 15
    I used some old math stuff today to figure out the height of a 42" 16:9 television. Soy muy inteligente!
  • Reply 12 of 15
    frawgzfrawgz Posts: 547member
    [quote]Originally posted by MrBillData:

    <strong>



    Hint ( If I understand your question ):



    5x/3y = 36 + ( ( x - y )/2 )



    5x/3y = 36 + ( ( y - x )/2 )



    Solve for x and y.</strong><hr></blockquote>



    My approach agrees with Rick's. I'm not sure I understand what's going on in your equations?



    P.S. Yes, a ratio of 5:3 is the same as saying 5/3.



    [ 12-06-2002: Message edited by: frawgz ]</p>
  • Reply 13 of 15
    stunnedstunned Posts: 1,096member
    ratio is 5:3



    =&gt; difference is 2 units



    Since difference between the 2 nos is 36, =&gt; 1 unit is 18



    Now, solve it.



    just to make sure u are on a right track, none of the nos are more than 100.



    BTW, i hopw u are not a university student....
  • Reply 14 of 15
    stunnedstunned Posts: 1,096member
    oops..... I read the question wrongly!!!

    :eek:



    To think I am a maths teacher....





    rick's ans is correct.
  • Reply 15 of 15
    I tried both ways, and each of them worked. Thank you guys for all of your time.
Sign In or Register to comment.