HINTS: Once you see how things work, you should be able figure out most of the requested formulas right away. If you have trouble, this is what you can do.... A) Make an input/output table. If you do it correctly you will see that the function is linear. B) Use two points on your input/output table to calculate the slope and y-intercept and put the linear equation in slope-intercept form y = mx + b. That will be the formula you're trying to find. C) If you remember and understand the meaning of slopes and y-intercepts, you should see that you can come up with most of the formulas without doing any calculations. Slope: Tells you how much the output value will change when the input value changes. Y-intercept: The initial output value (when the input is O). 1. You work at an agricultural supply store and need to set up a simple order calculator. To do that you need to find formulas to use to calculate how much to charge a customer when they buy product For all the following, it's okay to use "x" as the input variable. Always state what the inputs and outputs are, including the units being used. a) Molasses costs $8 per gallon. Find a formula for the charge (in dollars) as a function of the amount of molasses (in gallons) purchased. NOTE: This one is done for you so that you can see what is expected. Input: Molasses, gallons Output: Cost, $ Formula: c = 8x b) Banana slips cost $10 per slip. Find a formula for the charge (in dollars) as a function of the number of banana slips purchased. Input: Output: Formula: c) Corn seed costs 65 cents per pound. Find a formula for the charge (in dollars) as a function of the amount of corn seed (in pounds) purchased. Input: Output