Logo
    • Education
      • Pre-School
      • Primary Schools Directory
      • Primary Schools Articles
      • P1 Registration
      • DSA
      • PSLE
      • Secondary
      • Tertiary
      • Special Needs
    • Lifestyle
      • Well-being
    • Activities
      • Events
    • Enrichment & Services
      • Find A Service Provider
      • Enrichment Articles
      • Enrichment Services
      • Tuition Centre/Private Tutor
      • Infant Care/ Childcare / Student Care Centre
      • Kindergarten/Preschool
      • Private Institutions and International Schools
      • Special Needs
      • Indoor & Outdoor Playgrounds
      • Paediatrics
      • Neonatal Care
    • Forum
    • ASKQ
    • Register
    • Login

    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
    9.3k Posts 673 Posters 4.0m Views 1 Watching
    Loading More Posts
    • Oldest to Newest
    • Newest to Oldest
    • Most Votes
    Reply
    • Reply as topic
    Log in to reply
    This topic has been deleted. Only users with topic management privileges can see it.
    • H Offline
      Hifive
      last edited by

      Hi Dharma


      Good morning! Thanks for the solution.

      Can you pls advise on how do you derive that Peter : 3u and Queenie : 6u?

      Thanks!

      1 Reply Last reply Reply Quote 0
      • D Offline
        Dharma
        last edited by

        Hifive:
        Hi Dharma


        Good morning! Thanks for the solution.

        Can you pls advise on how do you derive that Peter : 3u and Queenie : 6u?

        Thanks!
        The final condition is :

        The 3 girls had the same amount of money( I assumed 6u for each of the 3 girls).
        Notice that Queenie's money did not change at all. So, Queenie had 6u at the beginning too.
        Since the qn tells us that ratio of money Peter to Queenie at first is 1:2.
        Therefore, Peter must have had 3u at first.

        1 Reply Last reply Reply Quote 0
        • Lynn2L Offline
          Lynn2
          last edited by

          May I know anyone here can share where can I find very challenging questions for Circles?thanks


          Rgds
          Lynn

          1 Reply Last reply Reply Quote 0
          • B Offline
            Belle2011
            last edited by

            Dear everybody,

            Happy New Year to you.

            Here is another question from a worksheet given by a teacher from Just Education.

            Karen is about as many days as her mother is in weeks and Karen is as months as her grandpa is in years. Karen, her mother and her grandpa are 160 years old altogether. How old is her grandpa?
            (model answer: 96)

            My problem is I dont really understand some parts in this question and thus unable to solve.

            Thanks.

            Cheers,
            Belle.

            1 Reply Last reply Reply Quote 0
            • D Offline
              Dharma
              last edited by

              Belle2011:
              Dear everybody,

              Happy New Year to you.

              Here is another question from a worksheet given by a teacher from Just Education.

              Karen is about as many days as her mother is in weeks and Karen is as months as her grandpa is in years. Karen, her mother and her grandpa are 160 years old altogether. How old is her grandpa?
              (model answer: 96)

              My problem is I dont really understand some parts in this question and thus unable to solve.

              Thanks.

              Cheers,
              Belle.
              Karen : Mother = a days : a weeks = a/7 weeks : a weeks = 1 : 7
              Karen : Grandpa = b months : b years = b/12 years : b years = 1 : 12

              Karen : Mother : Grandpa : 1 : 7 : 12
              1u + 7u + 12u = 160
              20u = 160
              1u = 8

              Grandpa's age = 12u = 12 x 8 = 96 years old

              1 Reply Last reply Reply Quote 0
              • B Offline
                Belle2011
                last edited by

                Dharma:
                Belle2011:

                Dear everybody,

                Happy New Year to you.

                Here is another question from a worksheet given by a teacher from Just Education.

                Karen is about as many days as her mother is in weeks and Karen is as months as her grandpa is in years. Karen, her mother and her grandpa are 160 years old altogether. How old is her grandpa?
                (model answer: 96)

                My problem is I dont really understand some parts in this question and thus unable to solve.

                Thanks.

                Cheers,
                Belle.

                Karen : Mother = a days : a weeks = a/7 weeks : a weeks = 1 : 7
                Karen : Grandpa = b months : b years = b/12 years : b years = 1 : 12

                Karen : Mother : Grandpa : 1 : 7 : 12
                1u + 7u + 12u = 160
                20u = 160
                1u = 8

                Grandpa's age = 12u = 12 x 8 = 96 years old

                Dear Dharma,
                Thanks very much for your prompt reply.

                May I ask:
                why consider weeks for Karen: Mother?
                why consider years for Karen: Grandpa?
                Also,
                when you combine the 3 persons ie Karen: Mother: Grandpa, can we simply lump the ratios since Karen: Mother is originally in weeks and Karen: Grandpa is originally in years, if you know what I mean?
                Thanking you in advance.

                Cheers,
                Belle.

                1 Reply Last reply Reply Quote 0
                • H Offline
                  Hifive
                  last edited by

                  Dharma:

                  The final condition is :

                  The 3 girls had the same amount of money( I assumed 6u for each of the 3 girls).
                  Notice that Queenie's money did not change at all. So, Queenie had 6u at the beginning too.
                  Since the qn tells us that ratio of money Peter to Queenie at first is 1:2.
                  Therefore, Peter must have had 3u at first.
                  Hi Dharma

                  Thanks. I can understand now.

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

                    Belle2011:

                    May I ask:
                    why consider weeks for Karen: Mother?
                    why consider years for Karen: Grandpa?
                    Hi Belle2011

                    Good Morning

                    Another way to look at it to use the number of days as the basis of comparison.

                    The ratio of Karen’s age to her mother is 1:7 (7 days in a week)

                    The ratio of Karen’s age to her grandpa is 1:12 (12 months in a year)

                    Ratios is a comparison of two or more quantities of the same kind, so we convert the months and weeks into number of days.

                    Therefore, the ratio of Karen’s age to her grandpa is 28:336 (we assume that 1 week --- 7 days, 1 month --- 4 weeks)
                    Use equivalent ratios to reduce to the lowest term, we have 1:12

                    So the ratios (in the form of days)
                    Karen:mother --- 1:7
                    Karen:grandpa --- 1:12

                    Karen:mother:grandpa --- 1:7:12

                    1u+7u+12u --- 160 (Total age is 160)

                    20u --- 160
                    1u --- 8

                    12u ---8*12 --- 96 (grandpa’s age)

                    Best wishes

                    1 Reply Last reply Reply Quote 0
                    • B Offline
                      Belle2011
                      last edited by

                      Dear tianzhu,

                      Once again, thanks very much for your solution.

                      Cheers,
                      Belle.

                      1 Reply Last reply Reply Quote 0
                      • C Offline
                        CTong
                        last edited by

                        zara had 70 more dresses than skirts, she sold 3/4 of the dresses and 3/5 of the skirts. What fraction of the remaining clothes that Zara had were skirts?

                        1 Reply Last reply Reply Quote 0

                        Hello! It looks like you're interested in this conversation, but you don't have an account yet.

                        Getting fed up of having to scroll through the same posts each visit? When you register for an account, you'll always come back to exactly where you were before, and choose to be notified of new replies (either via email, or push notification). You'll also be able to save bookmarks and upvote posts to show your appreciation to other community members.

                        With your input, this post could be even better 💗

                        Register Login
                        • 1
                        • 2
                        • 226
                        • 227
                        • 228
                        • 229
                        • 230
                        • 931
                        • 932
                        • 228 / 932
                        • First post
                          Last post



                        Online Users
                        thebottomsupblogT
                        thebottomsupblog

                        Recent Topics
                        New to the KiasuParents forum? Tips and Tricks!
                        How do you maintain your relationship with your spouse?
                        Budgeting for tougher times ahead. What's yours?
                        SkillsFuture + anything related to upskilling/learning something new!
                        My girl keeps locking her door. And I don't like it
                        How much do you spend on the kids' tuition/enrichments?
                        DSA 2026
                        PSLE Discussions and Strategies

                        Statistics

                        4

                        Online

                        210.5k

                        Users

                        34.1k

                        Topics

                        1.8m

                        Posts
                          About Us Contact Us forum Terms of Service Privacy Policy