Michaela is planning a pizza party for 48 people. she has $200 to buy pizza and soda for the party. Each 12-pack of soda can cos
t $5.00 , and each 8-slice pizza cost $8.00. micala wants to be fair and give each guest the same number of pizza slices and the same number of soda cans. Using S for the 12-packs of soda and P for the 8-slice pizzas, which of the inequalities below can be used to describe her options? A. 200<6P(8.00)+4S(5.00)
The answer to this question would be: D. <span>200>6P(8.00)+4S(5.00) </span>
Michaela is planning a pizza party for 48 people and she uses 12-pack of soda and <span>8-slice pizza. That means the pack of soda she needs would be: 48 people/ (12soda/pack)= 4 pack
Then, number the pizza she needs: 48 people/ 8 (slice/pizza)= 6 pizza
She has $200 so the price she can afford should be lower than that. The function would be: the money she has > number of pizza(price of pizza) + number of soda(price of soda) </span>200>6P(8.00)+4S(5.00)
<span>A system of equations has infinitely many solutions when the two
lines representing the equations coincide. i.e. the two equations are
the same or a multiple of each other. 2y - 4x = 6 2y = 4x + 6 2y = 2(2x + 3) y = 2x + 3 -y = -(2x + 3) -y = -2x - 3 Hence the other equation is -y = -2x - 3</span>
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