Identify the ratio of plain blue bugs to the total number of bugs. There’s 10 blue bugs and there’s 2 orange bugs
The ratio of plain blue bugs to the total number of bugs is 10:12, which can be simplified to 5:6.
To identify the ratio of plain blue bugs to the total number of bugs, we first need to determine the total number of bugs. Given that there are 10 blue bugs and 2 orange bugs, the total number of bugs is 10 + 2 = 12.
The ratio of plain blue bugs to the total number of bugs is therefore 10 blue bugs : 12 total bugs. However, to simplify the ratio, we can divide both parts by their greatest common divisor, which in this case is 2.
So, the ratio simplifies to 5 blue bugs : 6 total bugs.
To identify the ratio of plain blue bugs to the total number of bugs, we need to know the total number of bugs, including both blue and orange bugs. From the given information, we know that there are 10 blue bugs and 2 orange bugs.
To find the total number of bugs, we sum the number of blue bugs and orange bugs, which gives us:
Total number of bugs = 10 blue bugs + 2 orange bugs = 12 bugs
Now, to find the ratio of plain blue bugs to the total number of bugs, we take the number of plain blue bugs (as specified in the question) and divide it by the total number of bugs.
Ratio of plain blue bugs to total number of bugs = Number of plain blue bugs / Total number of bugs
In this case, the number of plain blue bugs is 10 (as mentioned in the question) and the total number of bugs is 12 (as we calculated earlier).
So, the ratio of plain blue bugs to the total number of bugs is:
10/12 or simplified as 5/6