Question

There are 66 trees planted in three different rows. In the first row the total trees are 24 and banana trees are 16. In the second row only 8 banana
trees are there. In the third row there are 12 banana trees out of 30 trees. What is the total number of trees other than banana trees?​

Answer 1

SOLUTION

GIVEN

• There are 66 trees planted in three different rows.

• In the first row the total trees are 24 and banana trees are 16.

• In the second row only 8 banana trees are there.

• In the third row there are 12 banana trees out of 30 trees.

TO DETERMINE

The total number of trees other than banana trees

EVALUATION

Here it is given that there are 66 trees planted in three different rows.

In the first row the total trees are 24 and banana trees are 16.

In the second row only 8 banana trees are there.

In the third row there are 12 banana trees out of 30 trees.

So total number of trees = 66

Now total number of banana trees

= 16 + 8 + 12

= 36

Hence the total number of trees other than banana trees

$= 66 - 36$

$= 30$

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Answer 2

Given : there are 66trees planted in three different rows

in the first row that total trees are 25and banana tress are 16

in the 2nd row only 8banana trees there

in the third row there are 12 banana trees out of 30 trees,

To Find :  what is the total number of trees other than banana tree​

Solution:

Total Trees  = 66

Bananas tree in 1st Row =  16

Bananas tree in 2nd Row = 8

Bananas tree in 3rd Row = 12

Total bananas Tree = 16 + 8 + 12  = 36 Trees

total number of trees other than banana tree​  = Total Trees - Total Bananas Tree

= 66 - 36

= 30

Hence total number of trees other than banana tree​  = 30

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