x^2 - 3x + 4 =0 The formula is -b (+,-) square root of b^2 - 4ac/2(a)(c) a = 1 b = -3x c = 4 The answer I got is 3/8 + square root of 7/8, and 3/8 - square root of 7/8 Is this right?
substitute and check
if you just want to check your answers you can use wolfram: http://www2.wolframalpha.com/input/?i=x%5E2-3x%2B4
what's everybody doing in this thread ?
I came here to be nosey
b=-3 not -3x
X^2-3x+4 (X+1(X-4) X= -1 X= 4
I know that you do that always
pardon but this formula from exersice is wrong there is 4ac/2a hence is correct
-4ac/2a
the formula according to my math books is -b (+,-) b^2-4(a)(c)) /2 (a)
so x_1,_2=(-b+/- sqrt(b2 -4ac))/2a
yes 2a but if you check when you have wrote this exercise firstly there is /2ac
Whoops, I just noticed that right now.
yes and b= -3 not -3x
so I just re did this, and would it be 3/2+ squareroot 7/2, and 3/2 - square root 7/2?
not is right because there is sqrt(9-16)/2 = sqrt(-7)/2what will be (3+/-isqrt7)/2
ok ?
Ok, I'm still a little confused. What I have is 3 square root 9-16. Which would 3+7 over 2 (square root sign over the 7)
It would really help if I could write out the answer with the actual square root and fractions. I don't know if tha'ts possible here
no will be isqrt7 becauqse inside radical will be minus 7
and we know that i squared is -1
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