ASVAB/PiCAT Arithmetic Reasoning Practice Test Q: Ratios/Proportions

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  • Опубликовано: 4 окт 2024
  • In this video, Grammar Hero works out a practice test question that requires you to use a proportion and cross-multiplication to quickly find an unknown value. This question should closely mirror what you should expect to see in the Arithmetic Reasoning (AR) subtest of the Armed Services Vocational Aptitude Battery (ASVAB) as well as the Pre-screening internet-delivered Computer Adaptive Test (PiCAT). ​​​​​#grammarhero ​​#ASVAB​​​​​ #AceTheASVAB #ASVABVersion #PiCAT #algebra #geometry #Pythagoreantheorem #afqt #asvabexam #asvabtest #asvabmath #asvabmathknowledge #asvabmathprep #asvabtutoring #asvabmathhelp #arithmeticreasoning #asvabexam #asvabtest #asvabmath #asvabmathknowledge #asvabmathprep #asvabtutoring #asvabmathhelp #arithmeticreasoning

Комментарии • 22

  • @hinokuza
    @hinokuza 3 месяца назад +13

    I divided the 9 and the 36 and did 4/1=p/4 = 16

  • @incredible5587
    @incredible5587 3 месяца назад +8

    You can do this in two simple steps simple how many times does 4 go ingot 9 equals 2.25. so you know know the shadow is 2.25 times bigger than the object so see how many times 2.25 goes into 36, and its 16!!!

  • @cmsahotc
    @cmsahotc 3 месяца назад +6

    Similar triangles = if the shadow is 4 times longer, the tree is also 4 times higher - 4x4 = 16

  • @sassyb58
    @sassyb58 3 месяца назад +2

    Or...
    Set up the ratio or proportion as shown with vertical distance over horizontal distance. Find the equivalent fraction of 4/9 = x/36 or
    4 x ? = x and 9 x ? = 36
    Multiply both by 4,
    so the numerator 4 x4 = 16 as the unknown numerator.

  • @leon-ld8zb
    @leon-ld8zb 2 месяца назад

    Holy crap! The asvab went nuts. Back in the 80's it was much easier.

    • @GrammarHero
      @GrammarHero  2 месяца назад +1

      I'm pretty sure the test has been more or less the same since the 80s, and this question is pretty straightforward (middle school math).

  • @TylerGarnett-v1b
    @TylerGarnett-v1b 3 месяца назад +1

    I just did "4 goes into 9 2.1 times. Therefore 36 divided by 2.1.. 16"
    Simplify your math folks.

  • @CharlesDourdy
    @CharlesDourdy 3 месяца назад

    also works in Trig. Angle is 23.962deg, pole height is 16

  • @th5841
    @th5841 3 месяца назад

    Find the common demenour betwee 9 and 36 which is 36.
    4*4/9*4= X/36
    Remove 36
    16=X

  • @andrewmayes4176
    @andrewmayes4176 3 месяца назад +1

    Why did my brain go 4 goes into 9 twice plus some, and 36 divided by 2 is 18, so the answer is 16 cause that's half of 36 minus some

  • @sagedoesstuff588
    @sagedoesstuff588 3 месяца назад

    that fails to take into account the light's origin? deppending on distance the result will vary

  • @jardinierpotaverger
    @jardinierpotaverger 3 месяца назад

    36 = 4 * 9, IS shorter and smarter

  • @Will-Mac_Life
    @Will-Mac_Life 2 месяца назад

    This is what I need

    • @GrammarHero
      @GrammarHero  2 месяца назад

      There are almost 500 shorts like this one on my channel!

  • @FirstFiveFrets
    @FirstFiveFrets 3 месяца назад

    Pythagoras is proud of you.

  • @jayplayz7937
    @jayplayz7937 3 месяца назад

    I divided 36/9 got 4 then did 4x4 and got the 16

  • @HoushouRattengod
    @HoushouRattengod 3 месяца назад

    9x = 4 * 4 * 9
    x = 4 * 4
    x = 16

  • @k6662010
    @k6662010 3 месяца назад +1

    instead try this>> 36 divided by 9 =4...then 4x4=16...tree is 16ft tall....lol

    • @incredible5587
      @incredible5587 3 месяца назад

      9 divided by 4 = 2.25, not you take 36 and divide by 2.25 equals 16, so many easy ways to solve this but maker used the longest.

  • @StinkyBlack1
    @StinkyBlack1 3 месяца назад

    It’s a little less than half. Boom. Don’t think too hard about it.

  • @JD-fp2dn
    @JD-fp2dn 3 месяца назад

    How to know if it’s a proportion?

    • @GrammarHero
      @GrammarHero  3 месяца назад

      I have a playlist called Proportions for the ASVAB. If you go through it, you'll get a good feel for when to use a proportion.