Use the given equation to find the solution to the following problem.
The equation 2.85 + 0.4s = c gives the cost c in dollars that a website charges for downloading songs. The variable s stands for the number of songs downloaded. Find the cost of downloading 36 songs.
To find the cost of downloading 36 songs, we can substitute the value of s = 36 into the equation 2.85 + 0.4s = c.
Plugging in s = 36 into the equation, we get:
2.85 + 0.4(36) = c
2.85 + 14.4 = c
17.25 = c
Therefore, the cost of downloading 36 songs is $17.25.
To find the cost of downloading 36 songs, we can plug in the value of s = 36 into the given equation 2.85 + 0.4s = c.
Substituting s = 36, the equation becomes:
2.85 + 0.4(36) = c
Now, let's solve the equation.
0.4(36) simplifies to 14.4:
2.85 + 14.4 = c
Adding 2.85 and 14.4 together:
17.25 = c
Therefore, the cost of downloading 36 songs is $17.25.
To find the cost of downloading 36 songs, we need to substitute the value of s = 36 into the given equation 2.85 + 0.4s = c and solve for c.
Step 1: Substitute s = 36 into the equation:
2.85 + 0.4(36) = c
Step 2: Simplify the equation:
2.85 + 14.4 = c
17.25 = c
Therefore, the cost of downloading 36 songs is $17.25.