How many different gardens can a farmer plant if he wants one row each of six vegetables?
720
120
36

The number of different gardens a farmer can plant is:

720

Step-by-step explanation:

We are asked to find the different number of arrangements that can be done such that he gets one row each of six vegetables.

i.e. we can arrange 6 numbers in different ways.

This means that we have to use the method of permutation which is used to arrange a specific number of items.

We know that the arrangement of 6 elements is given as:

The value of this expression is given as:

Hence, the different gardens that a farmer can plant if he wants one row each of six vegetables is:

720

42.4

step-by-step explanation:

convert to decimal