The area of a circle, A, in terms of its radius, r, is given by A(r) = r². The radius in terms of its circumference, C, is r(C) What is the function that expresses the area of the circle in terms of its circumference? O C(A) = 2√TA O A(C) = O A(C)= TTC² 4 A(C) = C² 2 C² 4T ↓ = 2T

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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7 of 16
C
2πT
The area of a circle, A, in terms of its radius, r, is given by A(r) = r². The radius in terms of its circumference, C, is r(C) =
What is the function that expresses the area of the circle in terms of its circumference?
O C(A) = 2√TA
O A(C) =
esc
O A(C)
TC2
4
=
O A(C)=
C²
FI
8/5
身
F2
80
F3
000
000
F4
F5
MacBook Air
F6
F7
11
F8
▶
F9
F10
F11
12
F12
Transcribed Image Text:7 of 16 C 2πT The area of a circle, A, in terms of its radius, r, is given by A(r) = r². The radius in terms of its circumference, C, is r(C) = What is the function that expresses the area of the circle in terms of its circumference? O C(A) = 2√TA O A(C) = esc O A(C) TC2 4 = O A(C)= C² FI 8/5 身 F2 80 F3 000 000 F4 F5 MacBook Air F6 F7 11 F8 ▶ F9 F10 F11 12 F12
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