Math, asked by apekshashah224, 2 months ago



A dish has 15 pieces of dry fruits. It has 4 nuts, 6
cashew,4 almonds and 2 raisins. Adam is eating one dry fruit at a time. In how many ways can he eat all the dry fruits?​

Answers

Answered by sp1777
3

Answer:

22 answer

Step-by-step explanation:

15+4+6+4+2=22

PLEASE BRAINLIST GIVE

Answered by yogeshkumar49685
0

Concept:

A combination is a method of picking elements from a collection in which the order in which they are chosen is irrelevant. We plan to choose them.

Given:

The number of nuts = 4.

The number of cashews = 6.

The number of almonds = 4.

The number of raisins = 2.

Find:

The number of ways to eat all dry fruits.

Solution:

The number of ways to eat nuts = {}^{4} \mathrm{C}_{1}.

The number of ways to eat cashews = {}^{6}\mathrm{C}_{1}.

The number of ways to eat almonds = {}^{4}\mathrm{C}_{1}.

The number of ways to eat raisins = {}^{2}\mathrm{C}_{1}.

The total number of ways to eat all is = {}^{4}\mathrm{C}_{1}*{}^{6}\mathrm{C}_{1}*{}^{4}\mathrm{C}_{1}*{}^{2}\mathrm{C}_{1}

                                                              = 4*6*4*2

                                                              =192

Hence, the number of ways to eat dry fruits is 192.

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