Question

A gardener planted trees is rows and columns such that the number of rows is five more then the number of columns.if the total number of rows and columns is 110,find the number of trees?

Answer 1

Answer:The question seems a bit wrong pls verify, however i did it with the information given. The total number of trees comes out to be 12075/4.

Step-by-step explanation:

Let the number of rows be x and number of columns be y.

From the question, we know number of rows is 5 more than number of column. Hence

x = y + 5

This can be written as x - y = 5 --(1)

Its also given total number of rows and column are 110, hence

x + y = 110 --(2)

From (1) & (2),

2x = 115

x = 115/2

Thus y = 110-(115/2)

=> (220-115)/2

=> 105/2

Hence there are 115/2 rows and 105/2 columns.

Thus number of trees would be:- 115/2*105/2

=> 12075/4.