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Thania3902
18.04.2020 •
Mathematics
Write the equation for a circle that satisfies the given conditions.
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Ответ:
B.![(x-11)^2+(y+2)^2=81](/tpl/images/0610/2598/a84ff.png)
Step-by-step explanation:
The standard form of a circle is described by the following equation:
Your center is
and your radius is ![r=9](/tpl/images/0610/2598/c0277.png)
Plug them into the equation and this is what you get:
Simplify and you get:
Your answer should be b.
Ответ:
There are 2 ways to do this with elimination method. You can either multiply the first equation by 6 or the second equation by 2. I think multiplying by 2 is easier therefore that's the way I'm going to show you.
x-2y=3001️⃣
6x-y-95=0 -simplify> 6x-y=952️⃣
multiply both sides of second equation by 2 to make 2y and eliminate
2️⃣*2
12x-2y=1903️⃣
Now we can eliminate!
3️⃣-1️⃣
12x-2y-(x-2y)=190-300
11x=-110
x=-10
Now substitute this back into either of the equations.
-10-2y=300
2y=-10-300
y=-155
So we get answers
x=-10
y=-155
Now check our work:
-10- 2*-155=-10+310=300 Correct!
6*-10- -155-95=155-95-60=60-60=0 Correct!
I really hope this helped you and if you have any more question about a step in how I got the answer, you can always ask in the comments and I will come answer whenever I see it!