Students in our class have been working on creating their very own chocolate shops! Now, we are not eating chocolate, but we are using what we know to solve real-world problems that a store owner may have when opening up his/her own chocolate shop.
Last week, we began our PBL project by sharing what we know about chocolate and what we want to know about chocolate. We watched a cool video about how chocolate is made. You can check it out by clicking on the link below.
Students also had the opportunity to brainstorm and come up with a name for their own chocolate shops. Ask your child what he/she named his/her chocolate shop!
Today, students discovered that we need to have options for customers that may not like chocolate. We brainstormed options and students had to determine which non-chocolate option they would like for their chocolate shop. Then, they had to look back at their data from their tally research to decide which kinds of chocolate they would have in their shop. We discovered that it would not make sense to have a way to enjoy chocolate that not many students prefer. We had to pick 4 chocolate options and 1 non-chocolate option to have in our chocolate shop.
Students then had to determine how to display their chocolate in their stores. Everyone has 10 tables to display their chocolate. They had to figure out how many tables they would have for the five options they picked. When they were done drawing their tables and labeling the food item, they wrote the fraction for the tables with the food item compared to the total amount of tables. For example, if 3 tables had chocolate cookies, then the fraction would be 3/10 for chocolate cookies.
Finally, we had to determine how we would display the chocolate on a tray. We learned that we need to have an equal amount of items in each row and column on the tray. If I have 3 rows of 4 cookies, it would look like the following on the tray:
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We learned about how we can use repeated addition to make an array. We also made the connection and discovery of repeated addition to multiplication. I could add 4 + 4 + 4 = 12 or 3 X 4 = 12.

