The number of pots made are 250
The number of pots that can be made can be determined by dividing the total weight of the plastic by the weight of pots made
Number of pots made = Weight of plastic / weight of pot made
350 ÷ 
Convert the mixed fraction to an improper fraction
350 ÷
350 x
= 250 pots
A similar question was solved here: brainly.com/question/13939628?referrer=searchResults
You have 3 unknowns: a, b, and c. That means you have to have 3 equations to solve for the values of them. 3 unknowns needs 3 different equations. We will use the first 3 points in the table and thank God that one of them has an x value of 0. We will replace the x and y in the general form of the quadratic with the x and y from the table, 3 times, to find each variable. Watch how it works. We will start with (0, 15).

. That gives us right away that c = 15. We will do the same thing again with the second value in the table along with the fact that c = 15 to get an equation in a and b.

which simplifies to
4a+2b=.5. Now do the same for the third set of coordinates from the table.

which simplifies down to
16a+4b=2. Solve those simultaneously. Multiply the first bolded equation by -4 and then add that one to the second bolded one.

gives us
-16a-8b=-2. Add that to the second bolded equation and the a terms cancel out giving us -4b=0 so b = 0. Subbing that back in we solve for a: 16a+4(0)=2 and 16a = 2. Therefore, a = 1/8. The quadratic then is
Answer:
B: x = 8
Step-by-step explanation:
16 = 8 + x
x = 16 - 8
x = 8
Answer:
the answer is 2
Step-by-step explanation:
2-(-5)=7
remember keep,change,flip
the new equation will be
2+5=7
I hope this helps:
The probability of selling 15 cheesecakes in a given day is 18.8937279184681726569595695965694568% The probability of 10 or more is 96.923987181597167106487068016478234318942% It is larger because it can be 10 <em><u>OR MORE.</u></em> Probability of 5 or 15 is 26.91846817265872812514528375180732694564%. Probability of 25 is 10.3678169782764983648236173071103874376481732016876027628740%. The probability of at most 10, is 10.823618761036106318276374816385720193816%.