Mister Exam
Other calculators
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How to use it?
- Equation:
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Equation 12-(4-x)^2=x(3-x)
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Equation 3^x=-3
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Equation x^2-7*x+5=0
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Equation (x+1)^2=0
- Express {x} in terms of y where:
- -11*x-14*y=6
- -17*x+9*y=-18
- 15*x+6*y=16
- 16*x-1*y=17
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Identical expressions
- sin^ two ((one hundred and eighty -x)/(4k+ two))-(one -cos(x))/ seventy-two = zero
- sinus of squared ((180 minus x) divide by (4k plus 2)) minus (1 minus co sinus of e of (x)) divide by 72 equally 0
- sinus of to the power of two ((one hundred and eighty minus x) divide by (4k plus two)) minus (one minus co sinus of e of (x)) divide by seventy minus two equally zero
- sin2((180-x)/(4k+2))-(1-cos(x))/72=0
- sin2180-x/4k+2-1-cosx/72=0
- sin²((180-x)/(4k+2))-(1-cos(x))/72=0
- sin to the power of 2((180-x)/(4k+2))-(1-cos(x))/72=0
- sin^2180-x/4k+2-1-cosx/72=0
- sin^2((180-x)/(4k+2))-(1-cos(x))/72=O
- sin^2((180-x) divide by (4k+2))-(1-cos(x)) divide by 72=0
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Similar expressions
- sin^2((180-x)/(4k-2))-(1-cos(x))/72=0
- sin^2((180-x)/(4k+2))-(1+cos(x))/72=0
- sin^2((180-x)/(4k+2))+(1-cos(x))/72=0
- sin^2((180+x)/(4k+2))-(1-cos(x))/72=0
- sin^2((180-x)/(4k+2))-(1-cosx)/72=0
sin^2((180-x)/(4k+2))-(1-cos(x))/72=0 equation
The teacher will be very surprised to see your correct solution 😉
The solution
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2/180 - x\ 1 - cos(x)
sin |-------| - ---------- = 0
\4*k + 2/ 72
$$- \frac{1 - \cos{\left(x \right)}}{72} + \sin^{2}{\left(\frac{180 - x}{4 k + 2} \right)} = 0$$
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