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If a large factory sells its new gadgets for $5 each, it can sell 1050 per month, and if it sells the same gadgets for $9, it will sell 900 per month. Assuming the relation between price and sales is linear, predict the monthly sales of gadgets to the nearest whole number if the price is $12.
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@Nnesha
CAN YOU SET UP THEIR LINEAR FUNCTIONS?
I think that the slope will be -75/2 because \(\large \frac{900 - 1050}{9 - 5} = \frac{-150}{4} = \frac{-75}{2}\)
WHAT ARE YOU DOING?
Trying to find out the change in y over change in x
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WHY?
Well can you tell me your way?
THAT'S WHY I ASKED IF YOU CAN SET UP THEIR INDIVIDUAL FUNCTIONS
I don't think I can.
YOU CAN FIND THE SLOPE, BUT YOU NEED TO HAVE A PLAN HOW THAT SLOPE WILL HELP YOU
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