A bakery sells 5800 muffins in 2010. The bakery sells 7420 muffins in 2015. Write a linear model that represents the number
y
y
of muffins that the bakery sells
x
x
years after 2010
cAlm dOwN yOuNgInS
So 2010 is your starting point, or you "0" so your first point is (0,5800). 2015 is 5 years after 2010, so your next point would be, (5,7420). Then find the slope. (y = y sub two - y sub one / x sub two - x sub one) After you find the slope you then use point slope form. (y-y sub one = slope(x-x sub one))
Hope this helped at all :)
By the way, I am a 8th grade student :)
A chess team is ordering customized T-shirts for a competition. The table shows the cost of ordering different numbers of T-shirts. Write a linear model that represents the cost as a function of the number of shirts.
Number of T-shirts, x 6 12 18 24
Cost (dollars), y 102 168 234 300
could you explain more so I can help you
A bakery sells 5800 muffins in 2010. The bakery sells 7420 muffins in 2015. Write a linear model that represents the number
y of muffins that the bakery sells
x years after 2010
ok o u ant m to give u a example or show u step by step in how to solve it
or could u send a picture of the problem
Wolf, you need to lay off helping other kids, you are needing help yourself.
So 2010 is your starting point, or you "0" so your first point is (0,5800). 2015 is 5 years after 2010, so your next point would be, (5,7420). Then find the slope. (y = y sub two - y sub one / x sub two - x sub one) After you find the slope you then use point slope form. (y-y sub one = slope(x-x sub one))
Hope this helped at all :)
By the way, I am a 7th grade student :)
A bakery sells 5800 muffins in 2010. The bakery sells 7420 muffins in 2015. Write a linear model that represents the number y
of muffins that the bakery sells x
years after 2010.
I need help none of your answers help