Math, asked by venkilovely, 9 months ago

if there are 5 alike pens,6 alike pencils and 4 alike erasers ,find the number of ways of selecting any number of things out of them (one or more)​

Answers

Answered by windyyork
11

There are 120 ways of selecting any number of things.

Step-by-step explanation:

Since we have given that

Number of alike pens = 5

Number of alike pencils = 6

Number of alike erasers = 4

So, the number of ways of selecting any number of things out of them would be

5\times 6\times 4\\\\=24\times 5\\\\=120

Hence, there are 120 ways of selecting any number of things.

# learn more:

If there are five alike pens six alike pencils seven alike erasers find the number of ways of selecting any number of thing out of them

https://brainly.in/question/15879942

Answered by roopalivelidandi
2

answer:

no.of pens=5

no.of pencils=6

no.of erasers =4

5×6×4=120

this is the answer this may help u

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