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You need to specify what four trees you are asking about

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Scott Sworld

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3y ago

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How many different combination of trees could you buy if your local garden centre has only four cedar trees and three apple trees in stock?

You could buy (4+1)*(3+1) = 5*4 = 20 combinations. This includes the combination of buying none.


How can ten trees be planted so that each tree is in 2 rows of four trees?

Draw a large X. Extend the feet so its base is wider than its top. Plant four trees at the ends of the X lines and one where the two lines cross. Draw two lines from the two bottom trees up to the two outer top trees and continue the lines till they meet. Plant a tree there. Four rows of trees, with three trees in each row. QED.


How many different combinations of trees could you buy if your local garden centre has only four cedar trees and three apple trees in stock?

You could buy (4+1)*(3+1) = 5*4 = 20 combinations. This includes the combination of buying none.


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How many different combinations of trees could you buy if your local garden centre has only four cedar trees and three apple trees in stock The answer is 19 Why?

Assuming that all the cedar trees are the same and that the three apple trees are the same, and it doesn't matter which of the apple trees you purchase, then you have the following options: CCCCAAA, CCCCAA, CCCCA, CCCC, CCCAAA, CCCAA, CCCA, CCC, CCAAA, CCAA, CCA, CC, CAAA, CAA, CA, C, AAA, AA or A. This is 19 possibilities. Because the problem says that you buy trees, the null set (i.e., not buying anyting) is not as option.


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