Question

THIS IS THE 8th TIME I HAD TO ASK THIS IVE WASTED 80 POINTS

PLEASE I REALLY NEED HELP!! I HAVE NO IDEA WHAT IM DOING PLS ANSWER THIS!!!

Mike was ordering pizzas for a party. He ordered triple the number of sausage pizzas as cheese pizzas. He ordered twice as many pepperoni pizzas as cheese. He also requested a fourth as many supreme pizzas as pepperoni. If he paid for 39 pizzas total, how many of each type of pizza did he order? Write an equation or draw a diagram to support your answer.

Answer 1

Answer: Number of cheese pizzas = 6

Number of sausage pizzas =18

Number of pepperoni pizzas = 12

Number of supreme pizzas = 3

Explanation:

Let x= Number of cheese pizzas.

Number of sausage pizzas = 3x

Number of pepperoni pizzas = 2x

Number of supreme pizzas =
`(2x)/(4)=(x)/(2)`

Total pizzas =
`x+3x+2x+(x)/(2)=39`

`\Rightarrow\ (13x)/(2)=39\\\\\Rightarrow\ x=(39)/(13)*2\\\\\Rightarrow\ x=6`

Number of cheese pizzas = 6

Number of sausage pizzas = 3(6) = 18

Number of pepperoni pizzas = 2(6) = 12

Number of supreme pizzas =
`(12)/(4)=3`