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    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
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    • B Offline
      Brenda10
      last edited by

      [quote=\"sexymama\"]I've been struggling

      with my DD h'wk....Pls help.. 😢

      (1) Mr Mohn bought a certain number of cameras and watches for $1980.
      Each camera cost $60. Each watch cost 1/4 as much as a camera.
      If 40% of the items he bought were cameras, how many watches
      did he buy?

      Suggest use guess and check:

      Camera - $60, Watch - $15
      Camera is 40% and watch is 60% of total purchase

      Camera Watch Total

      4 x $60 6 x $15 = $330
      12 x $60 18 x $15 = $990
      24 x $60 36 x $15 = $1980 (Correct Answer)


      Mr Mohn bought 36 watches.

      Hope the answer is correct.
      :lol:

      1 Reply Last reply Reply Quote 0
      • T Offline
        tianzhu
        last edited by

        ksi:
        tianzhu:

        [quote=\"ksi\"]Actually it is not tedious to work out, there is a pattern to calculate everything quite fast, I present more details for you to see but in exam, this can be done in 4 lines.


        Having said this, this is more MO type of questions. However, I notice selective MO type of questions are getting into the PSLE as well.

        Hi ksi

        From your earlier details,it appears that you are calculating the sum of the first 100 odd numbers from
        1+3+5+7+9 + ………………………………………………………..191,193,195,197,199

        Am I right to say that?

        Best wishes

        Hi Tianzhu,

        1+3+5+7+9 = 25 is common for all the first 100 odd numbers.
        So I calculated this to be the constant 25 for each series of number with a different 1-digit and 2-digits starting.

        1 digit starting...the adding pattern is 1*5, 2*5, 3*5 etc....9*5

        2-digit starting....the adding pattern is 1*5+0*5, 1*5+1*5, 1*5+2*5,..... and this pattern can be further simplied.

        So the constant is to be added for each series.[/quote]Hi ksi

        If you are calculating the sum of the first 100 odd numbers, the answer is unlikely to be 1000.

        Take for example, the sum of the last few first 100 odd numbers

        181+183+185+187+189+191+193+195+197+199

        They almost add up to 1000 already.

        Best wishes

        1 Reply Last reply Reply Quote 0
        • L Offline
          liketoeat
          last edited by

          sexymama:
          I've been struggling

          with my DD h'wk....Pls help.. 😢

          (1) Mr Mohn bought a certain number of cameras and watches for $1980.
          Each camera cost $60. Each watch cost 1/4 as much as a camera.
          If 40% of the items he bought were cameras, how many watches
          did he buy?
          C : W
          4 : 6
          = 2 : 3

          Cost of W = $60/4 = $15
          Cost of 1 set of W + C = ( 3 x $15) + (2 x $60) = $165

          No. of sets = $1980/$165 = 12

          No. of W = 12 x 3 = 36

          1 Reply Last reply Reply Quote 0
          • T Offline
            tianzhu
            last edited by

            liketoeat:
            Will question like the following appear in PSLE? Could someone pls help to solve. Thank you.


            Find the sum of the digits of the first 100 odd numbers. (Ans = 1000)
            Hi

            Where is your question from?
            Is there any way to verify the answer?

            Best wishes

            1 Reply Last reply Reply Quote 0
            • L Offline
              liketoeat
              last edited by

              tianzhu:
              ksi:

              [quote=\"tianzhu\"]
              Hi ksi

              From your earlier details,it appears that you are calculating the sum of the first 100 odd numbers from
              1+3+5+7+9 + ………………………………………………………..191,193,195,197,199

              Am I right to say that?

              Best wishes

              Hi Tianzhu,

              1+3+5+7+9 = 25 is common for all the first 100 odd numbers.
              So I calculated this to be the constant 25 for each series of number with a different 1-digit and 2-digits starting.

              1 digit starting...the adding pattern is 1*5, 2*5, 3*5 etc....9*5

              2-digit starting....the adding pattern is 1*5+0*5, 1*5+1*5, 1*5+2*5,..... and this pattern can be further simplied.

              So the constant is to be added for each series.

              Hi ksi

              If you are calculating the sum of the first 100 odd numbers, the answer is unlikely to be 1000.

              Take for example, the sum of the last few first 100 odd numbers

              181+183+185+187+189+191+193+195+197+199

              They almost add up to 1000 already.

              Best wishes[/quote]
              You are not to add the numbers but the digit....i.e. 1 + 8 + 1 + 1 + 8 + 3 .........

              1 Reply Last reply Reply Quote 0
              • L Offline
                liketoeat
                last edited by

                tianzhu:

                Hi

                Where is your question from?
                Is there any way to verify the answer?

                Best wishes
                Sorry, I don't know where the questions came from, it was given to me by my niece from her school teacher.

                1 Reply Last reply Reply Quote 0
                • T Offline
                  tianzhu
                  last edited by

                  liketoeat:

                  You are not to add the numbers but the digit....i.e. 1 + 8 + 1 + 1 + 8 + 3 .........
                  Hi

                  Thank you

                  Best wishes

                  1 Reply Last reply Reply Quote 0
                  • B Offline
                    Brenda10
                    last edited by

                    sexymama:
                    I've been struggling

                    with my DD h'wk....Pls help.. 😢


                    (2) $400 were shared by 4 boys. Alan received 25% of the total amount
                    that Ben, Carl and Dan received. Ben's share was 60% of the
                    amount received by Carl and Dan. Carl received 4 times as much
                    as Dan. How much more did Ben receive than Dan?
                    Give a try :? and hope someone else may has a better method and also help to confirm is the answer correct.

                    Alan recd 25% of the ttl that (B,C & D recd) : $400 x 1/4 = $100
                    Bal for B, C & D - $400 - 100 = $300
                    Ben recd 60% of Carl and Dan = $300 x 60% = $180
                    Bal for Carl and Dan - $300- $180 = $120
                    Carl recd 4 times as much as Dan - $120 / 5 = $24
                    $180 - $24 = $156

                    Answer: Ben recd $156 more than Dan

                    Thank you.

                    1 Reply Last reply Reply Quote 0
                    • T Offline
                      tianzhu
                      last edited by

                      Hi

                      Hope this helps.

                      http://farm5.static.flickr.com/4035/4705685604_c7494ae0fb_b.jpg\">


                      http://farm5.static.flickr.com/4072/4706121808_9265ebf877_b.jpg\">

                      Best wishes

                      1 Reply Last reply Reply Quote 0
                      • corneyAmberC Offline
                        corneyAmber
                        last edited by

                        Tianzhu, I am adding the digits of the odd numbers, not the odd numbers.

                        The first series are single digit numbers which is equal to the odd numbers so you have mistaken that I am adding the odd numbers.

                        1 Reply Last reply Reply Quote 0

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