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You have a large collection of 1 × 1 squares and 1 × 2 dominoes. You want to arrange these to make a 1 × 15 strip. How many ways can you do this? Start by collecting data. How many length 1 × 1 strips can you make? How many 1 × 2 strips? How many 1 × 3 strips? And so on. How are the 1 × 3 and 1 × 4 strips related to the 1 × 5 strips? How many 1 × 15 strips can you make? What if I asked you to find the number of 1 × 1000 strips? Would the method you used to calculate the number fo 1 × 15 strips be helpful?

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temmydbrain

Answer:

Step-by-step explanation:

To solve this strip question, there’s a need to draw a strip diagram (which is a rectangular mathematical presentation that is used to show arithmetical relationships and may also be used for fractions representation or solve problems that involves operations.)

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