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    Q&A - P5 Math

    Scheduled Pinned Locked Moved Primary 5
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    • T Offline
      ttyh
      last edited by

      3 ducks cost as much as 4 chickens. Sam bought 5 ducks and 6 chickens for $76. What was the cost of 1 chicken? :?

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      • P Offline
        php
        last edited by

        ttyh:
        3 ducks cost as much as 4 chickens. Sam bought 5 ducks and 6 chickens for $76. What was the cost of 1 chicken? :?

        3D = 4C
        15D = 20C

        5D + 6C -> 76
        15D + 18C -> 228

        20C + 18C -> 228
        38C -> 228
        1C -> $6

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        • 2 Offline
          2Transformer
          last edited by

          Hi, I need help for the following question:



          Alice, Betsy and Doris shared a sum of money. Alice had 1/3 of the total amount of what Betsy and Doris had. Betsy had 5/12 of the sum of money. Betsy had $30 more than Alice.

          (a) What fraction of the sum of money did Alice have?
          (Give your answer in the simplest form.)

          (b) How much money did the girls have altogether?

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          • 2 Offline
            2Transformer
            last edited by

            I also need help on this.


            Question:

            The sum of 12 numbers is 5289. If each of the 12 numbers is increased by 6 and the new numbers are all added up, what is the new sum of the 12 numbers?

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            • MathIzzzFunM Offline
              MathIzzzFun
              last edited by

              2Transformer:
              Hi, I need help for the following question:



              Alice, Betsy and Doris shared a sum of money. Alice had 1/3 of the total amount of what Betsy and Doris had. Betsy had 5/12 of the sum of money. Betsy had $30 more than Alice.

              (a) What fraction of the sum of money did Alice have?
              (Give your answer in the simplest form.)

              (b) How much money did the girls have altogether?

              Alice 's money=1/3 Betsy and Doris = 1/4 of total sum of money
              (Alice --> 1 part, Betsy and Doris --> 3 parts, total --> 4 parts)

              1-1/4 - 5/12 = 4/12 = 1/3
              Doris had 1/3 of the total sum of money

              5/12 (Betsy's money) - 3/12 (Alice's money) = 2/12 = 1/6

              1/6 of total sum of money --> $30
              Total sum of money --> $180

              cheers.

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              • MathIzzzFunM Offline
                MathIzzzFun
                last edited by

                2Transformer:
                I also need help on this.


                Question:

                The sum of 12 numbers is 5289. If each of the 12 numbers is increased by 6 and the new numbers are all added up, what is the new sum of the 12 numbers?
                Total increase --> 12 x 6 = 72
                New sum = 5289 + 72 = 5361

                cheers.

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                • MathIzzzFunM Offline
                  MathIzzzFun
                  last edited by

                  mwarrier19:
                  Stan has $266 more than Tom, if Tom gives $11 to Stan, Tom will have 3/11 of Stan's money. How much do they have altogether?

                  If Tom gives $11 to Stan, Stan would have $ 266 + $ 11 x 2 = $ 288 more than Tom

                  Tom --> 3 units
                  Stan --> 11 units
                  8 units --> $ 288

                  Total --> 14/8 x $ 288 = $504

                  Using cross-multiply method:
                  Tom's money --> 1 unit
                  Stan's money --> 1 unit + $ 266

                  If Tom gives $11 to Stan,
                  Tom's money : Stan's money
                  --> 1 unit - $ 11 : 1 unit + $277
                  = 3 : 11

                  Cross multiply :
                  11 unit - $ 121 = 3 units + $831
                  8 units --> $952
                  1 unit --> $119

                  Total amount of money --> 2 units + $ 266 = $504


                  cheers.

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                  • MathIzzzFunM Offline
                    MathIzzzFun
                    last edited by

                    mwarrier19:
                    A wooden box with 17 pears in it has a mass of 3.38kg. When 7 more Pears and 81 guavas are added the mass becomes 9.5 kg. Each pear has a mass 3 times as much as each guava. Find the mass of the wooden box when it is empty in grams

                    3 guavas --> 1 pear
                    81 guavas --> 27 pears

                    7 pears + 81 guavas
                    --> 7 pears + 27 pears = 34 pears

                    34 pears --> 9.5 kg - 3.38 kg = 6.12 kg
                    17 pears --> 3.06 kg

                    mass of empty wooden box --> 3.38 kg - 3.06 kg = 0.32 kg = 320 g

                    cheers.

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                    • MathIzzzFunM Offline
                      MathIzzzFun
                      last edited by

                      ttyh:
                      3 ducks cost as much as 4 chickens. Sam bought 5 ducks and 6 chickens for $76. What was the cost of 1 chicken? :?

                      one \"universal\" method is to use units
                      Find the LCM of 3 & 4 --> 12

                      3 ducks --> 12 units, 1 duck --> 4 units
                      4 chickens --> 12 units, 1 chicken --> 3 units

                      5 ducks + 6 chickens --> 20 units + 18 units = 38 units
                      38 units --> $ 76
                      1 unit --> $2

                      1 duck --> $8
                      1 chicken --> $6

                      cheers.

                      1 Reply Last reply Reply Quote 0
                      • 2 Offline
                        2Transformer
                        last edited by

                        MathIzzzFun:
                        2Transformer:

                        I also need help on this.


                        Question:

                        The sum of 12 numbers is 5289. If each of the 12 numbers is increased by 6 and the new numbers are all added up, what is the new sum of the 12 numbers?

                        Total increase --> 12 x 6 = 72
                        New sum = 5289 + 72 = 5361

                        cheers.


                        :thankyou: :salute:

                        1 Reply Last reply Reply Quote 0

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