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kay4451
12.09.2019 •
Mathematics
Alocal window company charges 0.50 per window plus a base fee of $20 per appointment. they can wash a maximum of 200 windows per appointment. let c represent the total cost of an appointment and w represent the number of windows washed. using correct and formal function notation, write a function that represents total cost as a function of windows washed.
identify the practical domain of this function by filling in the blanks below. minimum windows washed ≤ w ≤ maximum windows washed
practical domain: ≤ w ≤
identify the practical range of this function by filling in the blanks below.
minimum cost ≤ c(w) ≤ maximum cost
practical range: ≤ c(w) ≤
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Ответ:
Circle A has a center at (2,0) and a radius of 8
Circle A' has a center at (-1,5) and a radius of 3
What we need to find:
we need to find the transformation from the center point of A to A' and the scale factor
Circle A can be mapped to Circle A'
center point translation (x,y)⇒[(x+a),(y+b)]⇒(x-3, y+5)
2+a=-1 0+b=5
-2+2+a=-1-2 b=5
a=-3
scale factor is 3/8
8x=3
8/8x=3/8
x=3/8
A)(x, y) → (x - 3, y + 5); scale factor 3/8