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In how many ways can one or more fruits be selected from 4 apples ,5 oranges and 3 mangoes , if the fruits of the same kind be of the same shape ?

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From 5 apples, 4 oranges and 3 mangoes, how many selections of fruits can be make?

From 4 apples , 5 oranges and 3 mangoes , how many selections of fruits can be made , taking at least one of each kind if the fruits of the same kind are of different shapes ?

From 5 oranges, 4 mangoes and 2 apples, how many different selection of fruits can be made taking at least one of each kind, if the fruits of the same kind are of different shapes ?

From 5 oranges , 4 mangoes and 2 apples , how many different selections of fruits can be made taking at least one of each kind , if the fruits of the same kind are of different shapes ?

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Assertion: Number of ways in which fruits can be selected from 4 apples, 3 oranges and 2 mangoes is 24. Reason: Zero or more things can be selected out of n identical things in (n+1) ways and number of ways when no apple, no orange and no mango is selected is 1^3 i.e. 1. (A) Both A and R are true and R is the correct explanation of A (B) Both A and R are true R is not the correct explanation of A (C) A is true but R is false. (D) A is false but R is true.

There are 4 Oranges, 4 apples and 6 mangoes in a fruit basket. In how many ways can a person makes a selection of one or more fruits from among the fruits in the basket if all the fruits of same type are identical

There are 4 Oranges, 4 apples and 6 mangoes in a fruit basket. In how many ways can a person makes a selection of one or more fruits from among the fruits in the basket if all the fruits of same type are different