Mister Exam
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How to use it?
- Equation:
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Equation 4*x^2-13*x+3=0
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Equation 3x+5=0
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Equation x^3-2x+1=0
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Equation sinx=1/4
- Express {x} in terms of y where:
- -13*x-17*y=8
- 2*x+16*y=5
- -10*x+3*y=7
- -3*x+1*y=5
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Identical expressions
- (zero . seventy-five *(- thirty-three)/(one hundred - thirty-three x)^ zero . five)+(zero . twenty-five *(-33)/(forty-nine -33x)^ zero . five)= zero
- (0.75 multiply by ( minus 33) divide by (100 minus 33x) to the power of 0.5) plus (0.25 multiply by ( minus 33) divide by (49 minus 33x) to the power of 0.5) equally 0
- (zero . seventy minus five multiply by ( minus thirty minus three) divide by (one hundred minus thirty minus three x) to the power of zero . five) plus (zero . twenty minus five multiply by ( minus 33) divide by (forty minus nine minus 33x) to the power of zero . five) equally zero
- (0.75*(-33)/(100-33x)0.5)+(0.25*(-33)/(49-33x)0.5)=0
- 0.75*-33/100-33x0.5+0.25*-33/49-33x0.5=0
- (0.75(-33)/(100-33x)^0.5)+(0.25(-33)/(49-33x)^0.5)=0
- (0.75(-33)/(100-33x)0.5)+(0.25(-33)/(49-33x)0.5)=0
- 0.75-33/100-33x0.5+0.25-33/49-33x0.5=0
- 0.75-33/100-33x^0.5+0.25-33/49-33x^0.5=0
- (0.75*(-33)/(100-33x)^0.5)+(0.25*(-33)/(49-33x)^0.5)=O
- (0.75*(-33) divide by (100-33x)^0.5)+(0.25*(-33) divide by (49-33x)^0.5)=0
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Similar expressions
- (0.75*(33)/(100-33x)^0.5)+(0.25*(-33)/(49-33x)^0.5)=0
- (0.75*(-33)/(100-33x)^0.5)-(0.25*(-33)/(49-33x)^0.5)=0
- (0.75*(-33)/(100+33x)^0.5)+(0.25*(-33)/(49-33x)^0.5)=0
- (0.75*(-33)/(100-33x)^0.5)+(0.25*(33)/(49-33x)^0.5)=0
- (0.75*(-33)/(100-33x)^0.5)+(0.25*(-33)/(49+33x)^0.5)=0
(0.75*(-33)/(100-33x)^0.5)+(0.25*(-33)/(49-33x)^0.5)=0 equation
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The solution
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/3*(-33)\ /-33 \ |-------| |----| \ 4 / \ 4 / -------------- + ------------- = 0 ____________ ___________ \/ 100 - 33*x \/ 49 - 33*x
$$\frac{\left(-33\right) \frac{3}{4}}{\sqrt{100 - 33 x}} + \frac{\left(-33\right) \frac{1}{4}}{\sqrt{49 - 33 x}} = 0$$