I have another problem:

Solve this equation:

$19.95 + $.99m + $65.32 = $144.67

I swear this is the last question! I'm sorry I am asking so much, I just need a little help.

What don't you understand about this problem?

Well, at first I din't know how to simplify it, but I think I figured it out. Does m = 60?

*didn't

Right. m = 60

Thank you so much!

You're very welcome.

No worries at all! I'm here to help. Let's solve the equation step by step.

First, we want to isolate the variable "m." To do that, we need to get rid of the constants on the left side of the equation. We'll start by subtracting $19.95 and $65.32 from both sides of the equation:

($19.95 + $65.32) + $0.99m = $144.67 - ($19.95 + $65.32)

Next, we can simplify the left side of the equation:

$85.27 + $0.99m = $144.67 - $85.27

Now, let's simplify the right side of the equation:

$85.27 + $0.99m = $59.40

To get rid of $85.27 from the left side of the equation, we will subtract it from both sides:

($85.27 + $0.99m) - $85.27 = $59.40 - $85.27

The $85.27 cancels out on the left side, leaving us with:

$0.99m = $59.40 - $85.27

Now, let's simplify the right side:

$0.99m = -$25.87

To isolate the variable "m," we need to divide both sides of the equation by $0.99:

($0.99m) / $0.99 = -$25.87 / $0.99

The $0.99 cancels out on the left side, leaving us with:

m = -$25.87 / $0.99

Lastly, let's simplify the right side to get the final answer for "m":

m ≈ -26.2

Therefore, the solution to the equation is approximately m = -26.2.

I hope this explanation helps you understand the steps involved in solving this equation!