Question

In Math

The park department wants to have new trees planted they agree that 1/10 of the trees will be Oak 3/10 will be Pine and 2/10 will be willow they are undecided about the rest which fraction of the trees will be Oak Willow or pine?

Answer 1

The fraction of the trees that will be Oak, Willow, or Pine is 4/10.

Step-by-step explanation:

The park department has decided that 1/10 of the trees will be Oak, 3/10 will be Pine, and 2/10 will be Willow. The fraction of the remaining trees can be found by subtracting the sum of the fractions that have already been decided from 1.

To find the fraction of the remaining trees that will be Oak, Willow, or Pine, we subtract the sum of the fractions of the decided trees from 1:

Remaining fraction = 1 - (1/10 + 3/10 + 2/10)

Simplifying:

Remaining fraction = 1 - 6/10

Remaining fraction = 4/10

Therefore, the fraction of the trees that will be Oak, Willow, or Pine is 4/10.

Answer 2

Answer: Fraction of the trees will be Oak Willow or pine is given by

`(3)/(5)`

Step-by-step explanation:

Since we have given that

Part of the park department is Oak is given by

`(1)/(10)`

Part of the park department is Pine is given by

`(3)/(10)`

Part of the park department is Willow is given by

`(2)/(10)`

Total fraction of the trees will be Oak , Willow, Pine is given by

`(1)/(10)+(3)/(10)+(2)/(10)\\\\=(1+3+2)/(10)\\\\=(6)/(10)\\\\=(3)/(5)`

Hence, Fraction of the trees will be Oak Willow or pine is given by

`(3)/(5)`