Question

a survey shows that 63% of indian like apples wherease 76% like oranges. if x% of indian like both apples & oranges , then find the minimum and maximum value of x.

Answer 1

Answer:

minimum and maximum value of x = 39  & 63  %

Step-by-step explanation:

a survey shows that 63% of indian like apples wherease 76% like oranges. if x% of indian like both apples & oranges , then find the minimum and maximum value of x.

Apple is liked by   63 %

Oranges liked by   76 %

x% of indian like both apples & oranges

Total People =  Apple + Oranges  - both apples & oranges  + like none

100 %  = 63%  +  76 %  -  x%  + like none

=> x = 39% + Like none

if like None = 0 %

then x = 39 %

like none maximum can be = 100 - 76 = 24 %

then x = 39 + 24 = 63 %

or simply we can say all people who likes apple if also  like oranges = 63%

minimum and maximum value of x = 39  & 63  %

Answer 2

Answer:

ANSWER IS 39....

Step-by-step explanation:

LET WE IMAGINE THAT,

N(A)=63% AND N(B)=76%[HERE N(A)=APPLE AND N(B)=ORANGE]

THEN,

N(AUB)=100% AND N(AŪB)=X%[N(AŪB) = N INTERSECTION B]

WE KNOW THAT

N(AUB)=N(A)+N(B)-N(AŪB)

100 =63%+76%-X%

X%=139%-100%

X%=39%

ANSWER IS 39%.........