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

    Tutor MathsGuru: Ask me for your burning Maths questions!

    Scheduled Pinned Locked Moved Primary Schools - Academic Support
    4.3k Posts 374 Posters 1.7m 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.
    • B
      Brenda10
      last edited by

      tinasen:
      Sorry.. Haven't used the forum so started this as new topic instead of posting it in this forum. Now have re-posted my question here. Sorry for the inconvenience.


      Dear Maths Guru,

      I badly need help to solve this homework problem for my son.

      A basket with 65 sweets has a mass of 3200g. The same basket with 40 sweets has a mass of 2125g. Each sweet has the same mass. What is the mass of the basket.

      Your help is greatly appreciated.
      Thanks
      Tinasen
      Hi, I'm not mathsguru but hope the following working can help:

      3200g - 2125g = 1075g (To find out the mass of 25 sweets)
      1075g / 25 = 43g (Mass of one sweet)
      2125g - (40 x 43g) = 405g

      Hence, the mass of the basket is 405g.

      1 Reply Last reply
      Reply Quote 0
      • T
        tinasen
        last edited by

        Hi Brenda10, Eddow

        Thanks for your help at this hour.
        I got it now.
        -Tinasen

        Brenda10:
        tinasen:

        Sorry.. Haven't used the forum so started this as new topic instead of posting it in this forum. Now have re-posted my question here. Sorry for the inconvenience.

        Dear Maths Guru,

        I badly need help to solve this homework problem for my son.

        A basket with 65 sweets has a mass of 3200g. The same basket with 40 sweets has a mass of 2125g. Each sweet has the same mass. What is the mass of the basket.

        Your help is greatly appreciated.
        Thanks
        Tinasen

        Hi, I'm not mathsguru but hope the following working can help:

        3200g - 2125g = 1075g (To find out the mass of 25 sweets)
        1075g / 25 = 43g (Mass of one sweet)
        2125g - (40 x 43g) = 405g

        Hence, the mass of the basket is 405g.

        1 Reply Last reply
        Reply Quote 0
        • T
          tinasen
          last edited by

          I got it. Thank you Eddow.

          Eddow:
          basket + 65 sweets = 3200
          basket _ 40 sweets = 2125

          So if you take 3200- 2125 = 1075, the result will be for the 25 sweets
          then, 1 sweet will be 1075 divide by 25 = 43g

          take 43 x 40 sweets =1720g
          2125 - 1720 = 405g (mass of basket)

          1 Reply Last reply
          Reply Quote 0
          • L
            lin_bb2000.021981yahoo.021981com.021981sg
            last edited by

            Dear Maths Guru-

            Have been finding help all over but i cannot solve this. Can you please help?

            :? Amelia, Beatrice and Casey had $738 at first. After Amelia gave 3/8 of her money to Beatrice, Beatrice found that she had $18 less than Amelia. If Casey had 7/10 of what Amelia had left, how much did Beatrice have at first?

            1 Reply Last reply
            Reply Quote 0
            • I
              iFruit
              last edited by

              LL:
              Dear Maths Guru-

              Have been finding help all over but i cannot solve this. Can you please help?

              :? Amelia, Beatrice and Casey had $738 at first. After Amelia gave 3/8 of her money to Beatrice, Beatrice found that she had $18 less than Amelia. If Casey had 7/10 of what Amelia had left, how much did Beatrice have at first?

              Assume at the end, Amelia = 10u.

              Then Casey = 7u, Beatrice = 10u -18

              10u + 7u + 10u - 18 = 738

              27u = 756---> u = 28

              So Amelia at the end = 10u = 280

              Beatrice at the beginning = 280 - 3/8 x 448 -18 = 280 - 168 - 18 = 94

              HTH.

              1 Reply Last reply
              Reply Quote 0
              • Y
                Yu Xuan
                last edited by

                LL:
                Dear Maths Guru-

                Have been finding help all over but i cannot solve this. Can you please help?

                :? Amelia, Beatrice and Casey had $738 at first. After Amelia gave 3/8 of her money to Beatrice, Beatrice found that she had $18 less than Amelia. If Casey had 7/10 of what Amelia had left, how much did Beatrice have at first?
                Not a guru, but this is my solution;

                At first
                Amelia --> 16 units

                After transfering 3/8 to Beatrice
                Amelia --> 16u - 6u = 10u
                Beatrice --> 10u - 18
                Casey --> 7/10 * 10u = 7u

                Working backward, Beatrice started off with;
                10u - 18 - 6u --> 4u - 18

                10u + 10u + 7u --> 738 + 18
                1u --> 756 / 27 = 28

                Beatrice at first --> 4*28 - 18 = $94

                Is that the answer?

                1 Reply Last reply
                Reply Quote 0
                • S
                  sall
                  last edited by

                  Hi. My answer is 94, method slightly diff, but I'm sure this is the answer. πŸ˜„

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

                    sall:
                    Hi. My answer is 94, method slightly diff, but I'm sure this is the answer. πŸ˜„

                    At last
                    Amelia : 16u – 6u = 10u
                    Beatrice : 10u - $18
                    Casey : 7u

                    27u - $18 = $738
                    27u = $756
                    1u = $28

                    Amount Beatrice had at first = 10($ 28 ) - $18 - 6($28 ) = $94

                    1 Reply Last reply
                    Reply Quote 0
                    • W
                      wkong
                      last edited by

                      Hi All,


                      Need help for the following:

                      Jenny offered 23 dolls and 17 teddy bears at a discount of 15% for each item. Her total collection for all the items sold was $819.40. Her original sale price of each doll was $7 less than each teddy bear. What was the amount collected from the sale if all the teddy bears? (express your answer to the nearest dollar)

                      Thanks,
                      wkong

                      1 Reply Last reply
                      Reply Quote 0
                      • C
                        charsen
                        last edited by

                        Hi Mathguru,


                        Kindly help me with my math problem.
                        Colin and Rosdin had the same amount of pocket money. Each day, Colin spent $12 and Rosdin spent $15. When Rosdin had $18 left Colin had 5 times as much money left as Rosdin. How much was each boy’s pocket money?

                        It will be of great help if you show me the solution by model method.

                        TIA
                        charsen

                        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 πŸ’—

                        Register Login
                        • 1
                        • 2
                        • 313
                        • 314
                        • 315
                        • 316
                        • 317
                        • 429
                        • 430
                        • 315 / 430
                        • First post
                          Last post



                        Online Users
                        declanD
                        declan

                        Statistics

                        10

                        Online

                        211.3k

                        Users

                        34.5k

                        Topics

                        1.8m

                        Posts
                        Apps Shared on Our Forum

                        Maths

                        Ruiya.ai
                        math support
                        →
                        Tallytide
                        P1-P6 maths app
                        →
                        MugCorner
                        Sec 1-4 maths practice
                        →

                        English

                        tutor.agenticolab.com
                        P1-6 English portal
                        →
                        wordwizards.sg
                        English practice
                        →

                        Chinese

                        chinese.getbuzzi.com
                        P1-P6 Chinese
                        →
                        Wonder Chinese
                        P1-P6 Chinese writing
                        →

                        Multiple subjects

                        Pickytic.ai
                        AI study buddy for pri and sec
                        →

                          About Us Contact Us global:forum Terms of Service Privacy Policy