Mister Exam
Other calculators
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How to use it?
- Equation:
- Equation x^4-35*x^2-36=0
-
Equation sin(x)=pi/2
- Equation x^2-49=0
-
Equation 3*sin(x)=0
- Express {x} in terms of y where:
- 18*x+19*y=7
- 1*x+6*y=6
- -16*x-12*y=12
- -17*x-12*y=-9
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Identical expressions
- ((one hundred and sixteen , six hundred and forty-four - fifty-nine , forty-four)/(one hundred and fifty -x))^ zero , fifteen *(((one hundred and fifty +x)- fifty)/((one hundred and sixteen , six hundred and forty-four + fifty-nine , forty-four)- thirty-six))= one
- ((116,644 minus 59,044) divide by (150 minus x)) to the power of 0,15 multiply by (((150 plus x) minus 50) divide by ((116,644 plus 59,044) minus 36)) equally 1
- ((one hundred and sixteen , six hundred and forty minus four minus fifty minus nine , forty minus four) divide by (one hundred and fifty minus x)) to the power of zero , fifteen multiply by (((one hundred and fifty plus x) minus fifty) divide by ((one hundred and sixteen , six hundred and forty minus four plus fifty minus nine , forty minus four) minus thirty minus six)) equally one
- ((116,644-59,044)/(150-x))0,15*(((150+x)-50)/((116,644+59,044)-36))=1
- 116,644-59,044/150-x0,15*150+x-50/116,644+59,044-36=1
- ((116,644-59,044)/(150-x))^0,15(((150+x)-50)/((116,644+59,044)-36))=1
- ((116,644-59,044)/(150-x))0,15(((150+x)-50)/((116,644+59,044)-36))=1
- 116,644-59,044/150-x0,15150+x-50/116,644+59,044-36=1
- 116,644-59,044/150-x^0,15150+x-50/116,644+59,044-36=1
- ((116,644-59,044) divide by (150-x))^0,15*(((150+x)-50) divide by ((116,644+59,044)-36))=1
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Similar expressions
- ((116,644-59,044)/(150-x))^0,15*(((150+x)+50)/((116,644+59,044)-36))=1
- ((116,644-59,044)/(150-x))^0,15*(((150+x)-50)/((116,644-59,044)-36))=1
- ((116,644-59,044)/(150-x))^0,15*(((150+x)-50)/((116,644+59,044)+36))=1
- ((116,644+59,044)/(150-x))^0,15*(((150+x)-50)/((116,644+59,044)-36))=1
- ((116,644-59,044)/(150+x))^0,15*(((150+x)-50)/((116,644+59,044)-36))=1
- ((116,644-59,044)/(150-x))^0,15*(((150-x)-50)/((116,644+59,044)-36))=1
((116,644-59,044)/(150-x))^0,15*(((150+x)-50)/((116,644+59,044)-36))=1 equation
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The solution
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3/20
/29161 14761\
|----- - -----|
| 250 250 | 150 + x - 50
|-------------| *------------------ = 1
\ 150 - x / 29161 14761
----- + ----- - 36
250 250
$$\left(\frac{- \frac{14761}{250} + \frac{29161}{250}}{150 - x}\right)^{\frac{3}{20}} \frac{\left(x + 150\right) - 50}{-36 + \left(\frac{14761}{250} + \frac{29161}{250}\right)} = 1$$