Directions: Complete the table below by solving the length of PC using the Distance Formula. Determine the location of point P by comparing PC and r. Write IN if PC r. Center C Point P PC Location of Point P Radius r (X1,Y1) (x2.y2) V(x2 – x1)2 + (V2 - yı)² PC = (4 - 1)2 + (7– 3)2 = /(3)2 + (4)2 = 19 + 16 = V25 Example: %3D %3D (1,3) (4,7) 4 OUT (since PC > r) PC = 5 %3D (- 2,6) (3, – 6) 13 (4,- 5) (10,3) 12 (-1,0) (5,-8) 10 (9,- 7) (5,- 6) (2 3 3'4 (2.5, -4.8) 8. -1.5, 3.2) 4.

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
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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However, there are concepts that
you need to recall for they will be
helpful
module. Recall these by doing the
following activities.
Recall
all
throughout in
this
oyjelubom.sidi m bebeen egeond
y Activity 1: "I Can Find the Distance"
Directions: Complete the table below by solving the length of PC using the
Distance Formula. Determine the location of point P by comparing PC and r.
Write IN if PC <r, ON if PC = r and OUT if PC > r.
elshensM
Center C
Point P
PC
Location of
Point P
Radius r
(X1.y1)
(X2,y2)
V(x2 – x1)2 + (y2 – yı)?
Example:
PC = /(4 – 1)2 + (7 – 3)2
= /(3)2 + (4)²
= 19 + 16
= V25
(1,3)
(4,7)
4
OUT
(since PC > r)
PC = 5
(- 2,6)
(3, – 6)
13
eri
(4, – 5)
(10,3)
12
(- 1,0)
(5, – 8)
10
(9,- 7)
(5,– 6)
4.
(2 3
台)
(2.5,
-4.8)
8.
- 1.5, 3.2)
Transcribed Image Text:However, there are concepts that you need to recall for they will be helpful module. Recall these by doing the following activities. Recall all throughout in this oyjelubom.sidi m bebeen egeond y Activity 1: "I Can Find the Distance" Directions: Complete the table below by solving the length of PC using the Distance Formula. Determine the location of point P by comparing PC and r. Write IN if PC <r, ON if PC = r and OUT if PC > r. elshensM Center C Point P PC Location of Point P Radius r (X1.y1) (X2,y2) V(x2 – x1)2 + (y2 – yı)? Example: PC = /(4 – 1)2 + (7 – 3)2 = /(3)2 + (4)² = 19 + 16 = V25 (1,3) (4,7) 4 OUT (since PC > r) PC = 5 (- 2,6) (3, – 6) 13 eri (4, – 5) (10,3) 12 (- 1,0) (5, – 8) 10 (9,- 7) (5,– 6) 4. (2 3 台) (2.5, -4.8) 8. - 1.5, 3.2)
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