Math, asked by anya77, 10 months ago


Directions (1_5): Read the following
information carefully to answer the questions.
In a store, there are 600 women. The store is a
collection of precious stones namely diamond,
ruby and emerald. It is found that 40% of women
like diamond, 20% of women like ruby and 10% of
women like emerald. 5% of women like diamond
and ruby: 3% of women like ruby and emerald
and 4% like emerald and diamond. 2% of women
like all three stones.
1. Find the number of women who like both ruby
and diamond.
1)30
2)32
3) 12
5) 18
2. Find the number of women who like emerald only
1)32
2)30
3)28
4)198
5)40
3. Find the number of women who like both diamond
and emerald?
1)32
2)30
3)24
4)28
5)27
4. Find the number of women who like diamond only.
1) 60
2)240
3) 120
A) 198
5) 84
5. Find the number of women who like only ruby.
1) 60
3) 120
2) 240
4) 198
5) 84

Answers

Answered by sanidhya973
1

Answer:

sorry I didn't have idea of it

Answered by aryanchandramauli
2

Answer:

Step-by-step explanation:

It is given than 5% like both Ruby and diamond. So clearly 5/100 *600=5*6=30 Is the answer

10% like emerald so 10/100*600=10*6=60 like emerald only

4% of 600=4/100*600=24 like diamond and emerald

40% like diamond only=40/100*600=40*6=240

20% like Ruby only=20/100*600=20*6=120

Plz mark Brainliest

Thank you

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