Difference between revisions of "AMC 12C 2020 Problems"
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A lamb is tied to a post at the origin <math>(0, 0)</math> on the real <math>xy</math> plane with a rope that measures <math>5</math> units. <math>2</math> wolves are tied with ropes of length <math>5</math> as well, both of them being at points <math>(5, 5)</math>, and <math>(-5, -5)</math>. What is the area that the lamb can run around without being in the range of the wolves? | A lamb is tied to a post at the origin <math>(0, 0)</math> on the real <math>xy</math> plane with a rope that measures <math>5</math> units. <math>2</math> wolves are tied with ropes of length <math>5</math> as well, both of them being at points <math>(5, 5)</math>, and <math>(-5, -5)</math>. What is the area that the lamb can run around without being in the range of the wolves? |
Revision as of 13:14, 21 April 2020
Contents
Problem 1
What is the sum of the solutions of the equation ?
Problem 2
What is the numerical value of the sum
Problem 3
In a bag are marbles consisting of blue marbles and red marbles. If each marble is pulled out at a time, what is the probability that the marble pulled out red?
Problem 5
A lamb is tied to a post at the origin on the real plane with a rope that measures units. wolves are tied with ropes of length as well, both of them being at points , and . What is the area that the lamb can run around without being in the range of the wolves?