Answer:
Total Cost, C=$(16S +56)
Step-by-step explanation:
Chris buys 8 more Ninja Turtles than Star Wars action figures.
Cost of each Ninja Turtle = $7
Cost of each Star Wars = $9
Let number of Star Wars bought = S
As per question statement, number of Ninja Turtles bought = S+8
Cost of 'S' number of Star Wars = Number of Star Wars bought
cost of each Star Wars
Total cost of Star Wars bought = S
9 or $9S
Similarly, Cost of 'S+8' number of Ninja Turtles = Number of Ninja Turtles bought
cost of each Ninja Turtles
Total cost of Ninja Turtles bought = (S+8)
7 or $(7S +56)
Total Cost of the purchase = Total cost of Star Wars Bought + Total cost of Ninja Turtles bought
Total Cost of the purchase, C = 9S + (7S +56)

F(x)=x^2
Translated to the right 8 units: h(x)=(x-8)^2
and down 7 units: g(x)=(x-8)^2-7
Answer: Option D. g(x)=(x-8)^2-7
Answer:
because x,y,z are in continuous proportion
=> x/y = y/z
<=> xz = y² =>
(1)
with (1), we have:

Step-by-step explanation:
Answer:
The given expression is equal to -5
Step-by-step explanation:
Given that:
= (4−3)−6
solving bracket first as 4 -3 equals 1
= 1-6
Subtracting greater term from smaller gives the negative value
= -5
So the given expression will be equal to -5
i hope it will help you!