Shown that alpha =3alpha and beta =2alpha
What is this referring to? Can you please provide more context.
This person needs to follow directions in English better. In the Ask a New Question box, a subject area needs to be typed, not the name of the school the person attends.
This person also needs to be able to post an understandable question.
I'm hoping s/he is learning these things in school, especially how to read and follow directions.
To show that alpha = 3alpha and beta = 2alpha, we need to substitute the values of alpha and beta into the equations and check if they hold true.
Let's start by substituting alpha = 3alpha into the equation:
alpha = 3alpha
Simplifying this equation, we can subtract 3alpha from both sides:
alpha - 3alpha = 0
Combining like terms, we get:
-2alpha = 0
Dividing both sides by -2, we find:
alpha = 0
Now, let's substitute beta = 2alpha into the equation:
beta = 2alpha
Since we know the value of alpha is 0, we can substitute it in the equation:
beta = 2(0)
Simplifying the equation, we find:
beta = 0
So, by substituting the values of alpha and beta into the equations, we have shown that alpha = 3alpha and beta = 2alpha when alpha = 0 and beta = 0.