Question

There are two formulae you can use to calculate the number of apple trees and the number of conifer
trees for the pattern described on the previous page:
Number of apple trees = n2
Number of conifer trees = 8n
where n is the number of rows of apple trees
There is a value of n for which the number of apple trees equals the number of conifer trees. Find the
value of n and show your method of calculating this.​

Answer 1

Answer:

There are two formulae you can use to calculate the number of apple trees and the number of conifer trees for the pattern described above: Number of apple trees = n2 Number of conifer trees = 8n where n is the number of rows of apple trees.

Hope it helps to you all.

Answer 2

Appropriate Question :

There are two formulae you can use to calculate the number of apple trees and the number of conifer

trees for the pattern described on the previous page:

Number of apple trees = n²

Number of conifer trees = 8n

where n is the number of rows of apple trees

There is a value of n for which the number of apple trees equals the number of conifer trees. Find the

value of n and show your method of calculating this.

Given Information :

➻ Number of apple trees = n²

➻ Number of conifer trees = 8n

➻ Here, N is the number of rows of apple trees.

To Find :

➻ Value of N.

➻ Showing our calculating method.

Solution :

From given pattern we know :

Number of apple tree = n²

And

Number of conifer trees = 8n

As given condition : There is a value of ' n ' for which the number of apple trees equals the number of conifer trees.

B/c,

⟹ n² = 8 n ,

⟹ n² - 8 n = 0 ,

⟹ n ( n - 8 ) = 0

So,

n = 0 and n = 8

Therefore :

Required value of ' n ' = 8

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@xXMrAkduxX