in a survey of 80 people. it was found that 60 liked oranges only and 10 liked both oranges and apples. the number of people who liked oranges is five times the number of people who liked apples. by using venn-diagram, find the number of people who liked apples only and who didn't like any of these fruits

Question

Pintsize

Mathematics

10 May, 14:52

in a survey of 80 people. it was found that 60 liked oranges only and 10 liked both oranges and apples. the number of people who liked oranges is five times the number of people who liked apples. by using venn-diagram, find the number of people who liked apples only and who didn't like any of these fruits

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Answers (2)

Know the Answer?

Danny Mcbride · Answer 1

it should be 14 people like applesn

Erick Larson · Answer 2

it should be 14 people like apples.

step-by-step explanation:

divided 70 orange eaters by 5. 4 people only eat apples since ten eat both apples and oranges. the question also how many don't like either as well. since 74 people like these fruit there are 6 people left who don't like any of these fruits. i cant do the venn diagram though.

Step-by-step explanation:

answer:

it should be 14 people like apples.

step-by-step explanation:

divided 70 orange eaters by 5. 4 people only eat apples since ten eat both apples and oranges. the question also how many don't like either as well. since 74 people like these fruit there are 6 people left who don't like any of these fruits. i cant do the venn diagram though.