Respuesta :
The equation 0 = -2x2 5x - 3 was the quadratic formula that Zacharias used. However, he started substituting as:
Quadratic formula as x = ; substitution as x
The errors he made: he mistakenly used the negative (-) and postive (+)
* -5 should have been 5
* 52 should have been -52
* both the numerator and the denominator should have been -2 instead of 2
Quadratic formula as x = ; substitution as x
The errors he made: he mistakenly used the negative (-) and postive (+)
* -5 should have been 5
* 52 should have been -52
* both the numerator and the denominator should have been -2 instead of 2
Answer:
The 2 in the numerator should be -2.
Step-by-step explanation:
We are given that a quadratic equation
-2x^2+5x-3=0
We have to find error made by Zacharias.
We have a=-2,b=5,c=-3
Quadratic formula : D=b^2-4ac
Substitute the values in the given formula
D=(5)^2-4(-2)(-3)
Therefore, the 2 in the numerator should be -2 .This is the error made by Zacharias.