Math, asked by thank5008, 1 year ago

Ronnie's mother has a 60 square metre garden. She uses 1/4 of the garden as lawn and remaining for growing fruits and vegetables. She further divided it into 5 equal parts to grow roses,dahlias,tomatoes,spinach and green chilles. Find:
: the fraction of the garden used for growing flowers.
(plz answer if u know?)

Answers

Answered by raghav1776
1

Step-by-step explanation:

1/4 of garden is lawn =60/4=15

1-1/4=3/4

3/4 is divided into 5 parts =3/4/5=3/4*1/5

=12/5

Fraction use to grow flowers =12/5*2=24/5

Answered by GulabLachman
5

The fraction of the garden used for growing flowers is 3/10.

Total area of the garden = 60 m^2.

Given that,

(1/4)th of the total area is required as lawn.

So, area required for lawn = (1/4) × 60 = 15 m^2

The area of garden remaining = (60 - 15)m^2 = 45 m^2.

This 45 m^2 of area, she uses it for growing fruits and vegetables, and divides  into 5 equal parts for growing roses, dahlias, tomatoes, spinach and green chilles.

So, area individually for all of these = 45/5 = 9 m^2.

Out of these, roses and dahlias are flowers. So, their combined area =

(9 × 2) m^2 = 18 m^2.

Now, we have to find out the fraction of garden used for growing these flowers, which is equal to:

=  (Area reqd. to grow these flowers) / (Area of the garden)

= 18 / 60

= 3 / 10

So, 3/10 th fraction of the garden is used to grow flowers.

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