SLIDE 15 Slide 85 / 142
Charlotte goes to the movies with her friends once every 5 days. She goes out to dinner with her friends once every 6
- days. If she started this tradition with her
friends on June 1st, how many times will they do dinner and a movie on the same day by September 1st? Answer: 3 times. Students can reason out that each month has approximately 30 days.
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How many times will she do all 3 jobs in
Fold - every 4 days Deliver - every 3 days Collect - every 6 days Continues for 12 weeks The Macon Gazette is published every day rain or shine. Elizabeth helps her brother Joshua get the paper delivered. Elizabeth has a schedule that includes her folding the papers every 4th day, delivering the paper every 3rd day and collecting for the paper every 6th day. If she helps Joshua for 12 weeks, how many times will Elizabeth do all three jobs in
What do you know? What is the question to be answered?
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She will do all jobs on the same day 7 times. Do the jobs for 12 weeks (84 days) and count the days she does all 3 jobs (LCM) The Macon Gazette is published every day rain or shine. Elizabeth helps her brother Joshua get the paper delivered. Elizabeth has a schedule that includes her folding the papers every 4th day, delivering the paper every 3rd day and collecting for the paper every 6th day. If she helps Joshua for 12 weeks, how many times will Elizabeth do all three jobs in
What will you do to find the solution? Solve the problem and check here for the answer.
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How many pack of plates and forks should I buy? Forks come in packs of 18. Plates come in packs of 12. A package of forks contains 18 forks. A package of plates contains 12 plates. What is the fewest number of packages you would have to buy to have exactly the same number of forks and plates? What do you know? What is the question to be answered?
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Buy 2 packs of forks and 3 packs of plates. Keep buying plates and forks until the total is the same. (LCM) A package of forks contains 18 forks. A package of plates contains 12 plates. What is the fewest number of packages you would have to buy to have exactly the same number of forks and plates? What will you do to find the solution? Solve the problem and check here for the answer.
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In the concert there are 24 orchestra, 18 band and 36 chorus
- students. What is the maximum number of students per
row that can be in the picture if you want each row to contain students from only one program (i.e. all chorus)?
Pull Pull