the quadratic equation x²+4x-7=0 has
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Answer:
The quadratic equation x²+4x-7=0 has two different real roots . These roots are -2+√11 and -2-√11.
Step-by-step explanation:
x²+4x-7=0
a=1, b=4, c= -7
D= b²- 4ac
= 4² - 4*1*(-7)
= 16 + 28
= 44
D > 0, So the given quadratic equation will have two different real roots.
x= -b + √D/ 2 a
= -4 + √44 / 2*1
= -4 + 2√11 / 2
= 2(-2 + √11)/ 2
= -2 + √11
The roots of the given quadratic equation are
-2+√11 , -2-√11
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