In a garden, 20% of the plants are Rose and 50% of the rest are Marigold. If the remaining
900 plants are Jasmine, then how many total plants are there in the garden?
Answers
Answer:
In a garden 1/4 of the plants were rose plants, 2/3 were jasmine plants, and the remaining 30 were hibiscus plants. How many total plants were there in the garden?
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Let the total number of plants be X.
As per the question given, 1/4 of the plants are roses, 2/3 of the plants are jasmines, and the remaining 30 are hibiscuses.
So (X/4) + (2X/3) + 30 = X.
Solving the equation, we get
(11X/12) + 30 = X
i.e., X - (11X/12) = 30
i.e., X/12 = 30
Therefore X = 360.
Hence the total number of plants are 360.
Number of Rose Plants : X/4 = 360/4 = 90.
Number of Jasmine Plants : 2X/3 = 2*360/3 = 240
Answer:
Given :-
- 20 % plants are roses
- 50% plants are Marigold
- 900 plants are Jasmine
To Find :-
Total plants in garden
Solution :-
In garden there are total 100% plants
We are provided with the percentage of roses and marigold between don't know what is the percentage of Jasmine.
→ Roses+ Marigold +Jasmine = 100%
→ 20% +50%+ Jasmine = 100%
→ Jasmine = 100% - 70%
→ Jasmine = 30% of total plants.
It means 30% of total plants make 900 .
⟹Total plants=
number of Jasmine plants × 100
_________________________
percentage of jasmine plants
Using the above mentioned formula :-
⟹Total plants= 900 × 100
________
30
⟹Total plants= 30× 100
_________
1
⟹Totalplants= 30 × 100
⟹Totalplants=3000