Question

@jim_thompson5910 xcan you help me please on finding the points

Answer 1

Graph the circle (x - 2) 2
+ (y + 1) 2
= 48.

Answer 2

@jim_thompson5910

Answer 3

the general form of a circle is

\[(x -h)^2 + (y -k)^2 = r^2\]

so you have a circle with a centre od (2, -1)

and the radius is \[\sqrt{48} ... or.... 4\sqrt{3}\]

providing its not a typo and should be 49

Answer 4

@campbell_st can you help me?

Answer 5

well is it a typo or no.... is it 48 or 49..?

Answer 6

its 49

Answer 7

yay jims here :)

Answer 8

hey, sry was helping someone else out, but it looks like campbell_st has got it

Answer 9

i still dont get it

Answer 10

but yes, this is a circle with a center of (2,-1) and has a radius of 7 (since the square root of 49 is 7)

Answer 11

ok... so the radius of you circle is 7


and the centre is (2, -1)

so plot the centre of the circel on the number plane

Answer 12

oh

Answer 13

so you start at the point (2,-1)

then you draw a circle around that point that has a radius of 7

Answer 14

so i go 7 up, dwn,left,and right?

Answer 15

yep you start at (2,-1) and you go 7 units in every direction

Answer 16

to plot points that lie on the circle

Answer 17

awesome thank you both :D

Answer 18

then you will need to plot 4 points (2, 6) (2, -8) (9, 6) and (-5, 6)

these points are on the circumference...

and with the centre will divide the circle into quadrants... just join the circumference points with arcs.