The equation of circle is
(x-4)^2+(y-5)^2=R^2
if you replace the (13, -1) with x and y the R^2 will be 117
(x-4)^2+(y-5)^2=117
Answer
This is the answer for your question.
In chess, the Endgame is where you sacrafice pawns, or in this case, minor characters in order to get a powerful piece back. You can leave some pawns in battle while regaining power pieces. The pawns sacraficed were Peter, Stephen, Bucky, Drax, T'challa. Mantis, etc. While leaving behind two pawns: Nebula, and Bruce Banner. Normally I like to think of the Hulk as a Rook, but since he's completely useless at the moment, he's a pawn. Nebula's fairly worthless, so she's a pawn. Thanos is playing with all power pieces and one pawn: Gamora. He sacraficed his pawn in order to complete his queen equivilence: the gauntlet. Now he's playing with all power pieces, while the Avenger's have sacraficed their pawns in order to get their queen: Captain Marvel, who in turn will wage war on Thanos only to find that a pawn has made it across the board and turned into the Hulk, and fights side by side the original Avengers to get the soul stone, revive Tony, who probably dies, get their friends home, welcome new friends, and kill Thanos.
Sorry about the rambling. I'm not even sure if I got to the point.
Answer:
30 inches
Step-by-step explanation:
As, the stability ball of Ana is congruent to the stability ball of Fredrick. This implies that the volume of both the balls will be same.
So, Volume of Ana's ball = Volume of Fredrick's ball = 4500 .
Now, the volume of a sphere is given by , where 'r' is the radius.
Substituting the value of the volume in this formula, we will obtain the radius.
i.e.
i.e.
i.e. r = 15 inches
As, diameter is the double of the radius.
So, diameter = 2×radius = 2×15 = 30 inches.
Hence, the diameter of Fredrick's ball the 30 inches.
To find the slope, let's first convert it to the form y=mx+b
3x-9y=4
Subtract 3x from each side
-9y= -3x+4
Divide each side by -9
y= 3/9x - 4/9
3/9 can be simplified into 1/3
y= 1/3x-4/9
It is now in the form y=mx+b. We know that m is the slope. Therefore, the slope of the line is 1/3