Given:
Consider the given equation is
To find:
The missing value in the given equation and complete the equation.
Solution:
We have,
Taking LHS, we get
and,
Let the missing value be k.
For each equation LHS=RHS.
Therefore, the missing value is 10 and the complete equation is .
Answer:
The first, second, and fifth statements are correct.
Step-by-step explanation:
We are given a circle with the equation:
And we want to select the statements that are true.
First, we can convert the equation into standard form. We can group each variable:
And complete the square for the first term:
Factor and simplify:
We can rewrite our equation as:
So, this tells us that we have a circle centered on (1, 0) with a radius of 3 units.
In this case, the first statement, second statement (the point (1,0) is on the x-axis), and fifth statements are correct (the square root of 9 is also 3).