circle x has a radius of and circle y has a circumference of 8. circle z has an area of 9. list them from least to greatest radius.
how do you solve this???
Answers
Answer:
The given circle is (x+1)2+(y+2)2=9, which has radius =3.
The given circle is (x+1)2+(y+2)2=9, which has radius =3.The points on the circle which are nearest and farthest to the point P(a, b) are Q and R, respectively.
The given circle is (x+1)2+(y+2)2=9, which has radius =3.The points on the circle which are nearest and farthest to the point P(a, b) are Q and R, respectively.Thus, the circle centred at Q having radius PQ will be the smallest circle while the circle centred at R having radius PR will be the largest required circle.
The given circle is (x+1)2+(y+2)2=9, which has radius =3.The points on the circle which are nearest and farthest to the point P(a, b) are Q and R, respectively.Thus, the circle centred at Q having radius PQ will be the smallest circle while the circle centred at R having radius PR will be the largest required circle.Hence, difference between their radii =PR−PQ=QR=6.
Step-by-step explanation: