Afantasy board game makes use of four dice. the first is a standard 6-faced die, the second die has 4 faces, and the other two have 10 faces each. if all the dice are thrown together and their combination dictates a certain outcome of the game, how many possible outcomes exist?
30
240
2,400
3,000

2,400

Step-by-step explanation:

Number of possible outcomes on a standard 6-faced die =6  (Equal to the number of faces on die)

Similarly, Number of possible outcomes on a standard 4-faced die =4

Number of possible outcomes on a standard 10-faced die =10

We apply the Fundamental principal of counting, that says that the total number of outcomes for a number of events is equal to the product of the possible outcomes of each event.

We get, the number of possible outcomes exist :-

Hence, the number of possible outcomes exist =2,400

answer:

c) the x-coordinate of the center of the circle increases by 3