Josh needs to read 5 novels each month.
Let N be the number of novels Josh needs to read in M months.
Write an equation relating N to M. Then use this equation to find the number of novels Josh needs to read in 15 months.
Well, let me give it a shot, and I hope my mathematical circus act won't leave you in stitches!
If Josh needs to read 5 novels each month, we can express this relationship with a simple equation: N = 5M. Here, N represents the number of novels and M represents the number of months.
Now, all we have to do is plug in the value of M to solve for N. In this case, M is given as 15 months. So, let's take a leap and substitute M into our equation: N = 5(15).
Time for a little arithmetic acrobatics! When we multiply 5 by 15, we get a total of 75. So, the number of novels Josh needs to read in 15 months is 75.
Voila! Clowns and novels, quite the combination, don't you think?
To find the equation relating N (the number of novels Josh needs to read) to M (the number of months), we can use the given information that Josh needs to read 5 novels each month.
The equation can be written as:
N = 5M
Now we can substitute M = 15 into the equation to find the number of novels Josh needs to read in 15 months:
N = 5 * 15
N = 75
Therefore, Josh needs to read 75 novels in 15 months.
To find an equation relating N (the number of novels Josh needs to read) to M (the number of months), we know that Josh needs to read 5 novels each month. So, for each month, the number of novels is constant at 5.
Therefore, the equation relating N to M is:
N = 5M
To find the number of novels Josh needs to read in 15 months, we can plug in the value of M into the equation:
N = 5 * 15
N = 75
So, Josh needs to read 75 novels in 15 months.
number of novels = months * novels per month
N = M * 5