The equation for the line of reflection is x = 2.
If you drew a vertical line crossing the x-axis on x = 2, the drawing will be the same on the left and right side, as if one side was drawn then exactly copied on the other side but flipped.
The figure is symmetrical, and x = 2 is the line of symmetry.
Hope this helps!
Answer:
Step-by-step explanation:
Given
See attachment
Required
Determine the measure of
.
So, we have:
Where:
Substitute these values in the above equation.
Collect Like Terms:
Option D: Two irrational solutions
Explanation:
The equation is
Subtracting 6x from both sides, we have,
Solving the equation using quadratic formula,
Simplifying the expression, we get,
Taking out the common terms and simplifying, we have,
Dividing by 3, we get,
Hence, the equation has two irrational solutions.
Yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixnine yyyymoneymancanudancetekashiesixninediideboppp