Mister Exam
Other calculators
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How to use it?
- Equation:
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Equation 3(x-2)(x-1)=2x^2-14x
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Equation 5*x^2-26*x+5=0
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Equation 6x^2-5x-1=0
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Equation 4x-6=7x+12
- Express {x} in terms of y where:
- -2*x+19*y=16
- -5*x-5*y=-8
- -2*x-3*y=-16
- -6*x-13*y=-8
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Identical expressions
- (x^ five)+2x+ four = zero
- (x to the power of 5) plus 2x plus 4 equally 0
- (x to the power of five) plus 2x plus four equally zero
- (x5)+2x+4=0
- x5+2x+4=0
- (x⁵)+2x+4=0
- x^5+2x+4=0
- (x^5)+2x+4=O
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Similar expressions
- (x^5)-2x+4=0
- (x^5)+2x-4=0
(x^5)+2x+4=0 equation
The teacher will be very surprised to see your correct solution 😉
The solution
Sum and product of roots
[src]
sum
-1.11976260939548 + -0.566213146770154 - 1.16922106879293*I + -0.566213146770154 + 1.16922106879293*I + 1.12609445146789 - 0.921163549101315*I + 1.12609445146789 + 0.921163549101315*I
$$\left(\left(1.12609445146789 - 0.921163549101315 i\right) + \left(\left(-1.11976260939548 + \left(-0.566213146770154 - 1.16922106879293 i\right)\right) + \left(-0.566213146770154 + 1.16922106879293 i\right)\right)\right) + \left(1.12609445146789 + 0.921163549101315 i\right)$$
=
0
$$0$$
product
-1.11976260939548*(-0.566213146770154 - 1.16922106879293*I)*(-0.566213146770154 + 1.16922106879293*I)*(1.12609445146789 - 0.921163549101315*I)*(1.12609445146789 + 0.921163549101315*I)
$$- 1.11976260939548 \left(-0.566213146770154 - 1.16922106879293 i\right) \left(-0.566213146770154 + 1.16922106879293 i\right) \left(1.12609445146789 - 0.921163549101315 i\right) \left(1.12609445146789 + 0.921163549101315 i\right)$$
=
-4.00000000000000
$$-4.0$$
-4.00000000000000
Rapid solution
[src]
x1 = -1.11976260939548
$$x_{1} = -1.11976260939548$$
x2 = -0.566213146770154 - 1.16922106879293*I
$$x_{2} = -0.566213146770154 - 1.16922106879293 i$$
x3 = -0.566213146770154 + 1.16922106879293*I
$$x_{3} = -0.566213146770154 + 1.16922106879293 i$$
x4 = 1.12609445146789 - 0.921163549101315*I
$$x_{4} = 1.12609445146789 - 0.921163549101315 i$$
x5 = 1.12609445146789 + 0.921163549101315*I
$$x_{5} = 1.12609445146789 + 0.921163549101315 i$$
x5 = 1.12609445146789 + 0.921163549101315*i
Numerical answer
[src]
x1 = -1.11976260939548
x2 = 1.12609445146789 + 0.921163549101315*i
x3 = -0.566213146770154 - 1.16922106879293*i
x4 = -0.566213146770154 + 1.16922106879293*i
x5 = 1.12609445146789 - 0.921163549101315*i
x5 = 1.12609445146789 - 0.921163549101315*i