Greg made the dart board shown. It is divided into equal sections. A dart is randomly thrown and lands on the board. What is the probability that a dart will land on a section marked with the number 1
To determine the probability that a dart will land on a section marked with the number 1, we need to know the total number of sections on the dart board and the number of sections marked with the number 1.
Let's assume there are N sections on the dart board in total. If the board is divided into equal sections, each section has the same probability of being landed on.
Now, we need to count the number of sections marked with the number 1. Let's say there are M sections marked with 1.
The probability of landing on a section marked with 1 can be calculated as the ratio of the number of sections marked with 1 to the total number of sections:
Probability = M/N
So, if you know the total number of sections on the dart board and the number of sections marked with the number 1, you can calculate the probability by dividing M by N.