Question:

Find the Standard Form of the equation of the circle by completing the square. 8x + 32y + y2 = -263 – x2 - - X Select the number

Find the Standard Form of the equation of the circle by
completing the square.
8x + 32y + y2 = -263 – x2
-
- X
Select the numbers that needs to be added to both
sides of the equation to complete the square.
(Select all that apply.)
1
9
16
25

Find the Standard Form of the equation of the circle by completing the square. 8x + 32y + y2 = -263 – x2 - - X Select the numbers that needs to be added to both sides of the equation to complete the square. (Select all that apply.) 1 9 16 25

Answer

2
Sn +329 ty
-263 - u?
?+86 + y2 +32y = -263
-
M²
y²
Add
16
and
256
to both sides
-263 +16 + 256
(92% +84 +16) + (4'+324 +256)
?
it
2
9
)
()
(ox +412 + (4+16)
५
2
2
)
-
{
+
M-(-4)}
N
{
{ 9-6-103}}= (312
Hence,
is
16 and 256.
the
added number
( Note:
out of the 4 Shown option,
option (() is
correct.)
the

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2 Sn +329 ty -263 - u? ?+86 + y2 +32y = -263 - M² y² Add 16 and 256 to both s... Download the app for the rest