Problem Solving: Carpenter's Bookshelf Inventory
In this scenario, a carpenter needs a specific quantity of different components to complete one set of bookshelves. By analyzing the available stock of various components, we can calculate how many complete sets of bookshelves the carpenter can assemble. Utilizing basic mathematics, such as addition and subtraction, we can determine the maximum number of bookshelf sets that can be made with the existing inventory.
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Presentation Transcript
Mathematics Unit 16: Bookshelves What do we want to find out? What do we want to find out? QUESTION 16.1 To complete one set of bookshelves a carpenter needs the following components: What useful information do we know? What useful information do we know? 4 long wooden panels, 6 short wooden panels, 12 small clips, 2 large clips and 14 screws. What other mathematical techniques do we need to apply? What other mathematical techniques do we need to apply? What have we learned? What have we learned? The carpenter has in stock 26 long wooden panels, 33 short wooden panels, 200 small clips, 20 large clips and 510 screws. How many sets of bookshelves can the carpenter make?
Mathematics Unit 16: Bookshelves What do we want to find out? QUESTION 16.1 To complete one set of bookshelves a carpenter needs the following components: What useful information do we know? What useful information do we know? 4 long wooden panels, 6 short wooden panels, 12 small clips, 2 large clips and 14 screws. What other mathematical techniques do we need to apply? What other mathematical techniques do we need to apply? What have we learned? What have we learned? The carpenter has in stock 26 long wooden panels, 33 short wooden panels, 200 small clips, 20 large clips and 510 screws. How many sets of bookshelves can the carpenter make? Back to start Back to start
Mathematics Unit 16: Bookshelves What do we want to find out? What do we want to find out? QUESTION 16.1 To complete one set of bookshelves a carpenter needs the following components: What useful information do we know? 4 long wooden panels, 6 short wooden panels, 12 small clips, 2 large clips and 14 screws. What other mathematical techniques do we need to apply? What other mathematical techniques do we need to apply? What have we learned? What have we learned? The carpenter has in stock 26 long wooden panels, 33 short wooden panels, 200 small clips, 20 large clips and 510 screws. How many sets of bookshelves can the carpenter make? Back to start Back to start
Mathematics Unit 16: Bookshelves What do we want to find out? What do we want to find out? QUESTION 16.1 To complete one set of bookshelves a carpenter needs the following components: What useful information do we know? What useful information do we know? 4 long wooden panels, 6 short wooden panels, 12 small clips, 2 large clips and 14 screws. What other mathematical techniques do we need to apply? What have we learned? What have we learned? The carpenter has in stock 26 long wooden panels, 33 short wooden panels, 200 small clips, 20 large clips and 510 screws. How many sets of bookshelves can the carpenter make? Back to start Back to start
Mathematics Unit 16: Bookshelves What do we want to find out? What do we want to find out? QUESTION 16.1 To complete one set of bookshelves a carpenter needs the following components: What useful information do we know? What useful information do we know? 4 long wooden panels, 6 short wooden panels, 12 small clips, 2 large clips and 14 screws. What other mathematical techniques do we need to apply? What other mathematical techniques do we need to apply? What have we learned? The carpenter has in stock 26 long wooden panels, 33 short wooden panels, 200 small clips, 20 large clips and 510 screws. How many sets of bookshelves can the carpenter make? Back to start Back to start
