Question

In a restaurant three different soups and 4 different vegetables are available in how many different ways can you order a soup and a vegetables?

Answer 1

3 soups 4 veg

3*4=12

12

Answer 2

Answer:

Number of ways in which different ways can be ordered with a soup and a vegetables is 12 ways.

Step-by-step explanation:

Given : In a restaurant three different soups and 4 different vegetables are available.

To find : In how many different ways can you order a soup and a vegetables?

Solution :

We have given that,

There are 3 different soups  and 4 different vegetables

So, The number of ways can be ordered with a soup and a vegetable is

$n=3\times 4\\\\n=12$

Therefore, Number of ways in which different ways can be ordered with a soup and a vegetables is 12 ways.