#The number of all real solutions of the equation is:
50 messages · Page 1 of 1 (latest)
Descriminant of x²-3x+6 does not matter
Why is that?
Because you're not solving x²-3x+6=0
I'm solving the whole equation
exactly
But I need to say that square root is larger or equal to zero?
You can determine that after you find the solution to x for the whole equation
How would you solve this problem?
This is how I did
I said that square root is equal to T\
yes that has nothing to do with determinant
$x^2 - 3x + 6 >= 0$
frosty_flames
So instead of looking square root only I need to look at whole bcs it's quadratic formula?
I mean the whole problem
Not square root only
no
just the square root
the other u can treat as a polynomial which is continuous (proof is kinda complex)
what is ur answer
oh shit i didnt see the = 0
i thought it meant the domain lmao
thats on me
to solve this bring the square root to one side and square both sides
and evaluate
tho its gonna be a quartic so prolly find like a rational root
and evaluate
this is an equa
yeah i didnt see that until now ;-;
t1=2 and that is good answer
t2=-5/2
That is not right bcs square root cannot be negative
There's a +2 at the end that you left out
Are you sure?
Oh yeah
I wrote it in my book
You are right
Forgot to type it in mathway
I just can't understand why we don't need to look at square root which is complex number :/
i try solving it and my ans are 2,38
The question was "The number of all real solutions of the equation is"
I put equation on mathway and it says x=1.2