Answer:
Patricia sell each calendar for $7.68
Step-by-step explanation:
Each calendar requires 12 sheets of paper and a cover.
Cost of 200 sheets = $50
Cost pf 12 sheets =
Cost of 100 covers = $40
Cost of 1 cover =
Patricia estimates that the other costs for producing 1 calendar come to $3.
So, total cost for 1 calendar = $3+$0.4+$3=$6.4
She sells the calendars for 20% more than the amount that it costs her to produce them.
So, Selling price of 1 calendar =
Hence Patricia sell each calendar for $7.68
Step-by-step explanation:
1. (2^3)*(2^3)*(2^3)*(2^3)=2^12
2. (p^2)* (p^2)* (p^2)* (p^2)* (p^2)=p^10
3. (x^m)*(x^m)=x^(2m)
4. (2^3 x)* (2^3 x) = 2^6 x^2
Vertex: (1,-9)
Max or Min: Min
Axis of symmetry would go through 1 on the X-axis.
Number of zeros: 2
Roots: (-2,0) and (4,0)
Domain: All real numbers
Range: Y is greater than or equal to -8