Mister Exam

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Equation:
Equation (4^sin(2*x)-2^2*sqrt(3)*sin(x))/sqrt(7*sin(x))=0
Equation x^(lgx+1)=100
Equation sin0,5x=-(sqrt(3)/2)
Equation 4cosx+sin3x−8x=x^3+4
Express {x} in terms of y where:
5*x-5*y=20
8*x-7*y=-13
15*x-15*y=16
9*x+18*y=6
Identical expressions
(four ^sin(two *x)- two ^ two *sqrt(three)*sin(x))/sqrt(seven *sin(x))= zero
(4 to the power of sinus of (2 multiply by x) minus 2 squared multiply by square root of (3) multiply by sinus of (x)) divide by square root of (7 multiply by sinus of (x)) equally 0
(four to the power of sinus of (two multiply by x) minus two to the power of two multiply by square root of (three) multiply by sinus of (x)) divide by square root of (seven multiply by sinus of (x)) equally zero
(4^sin(2*x)-2^2*√(3)*sin(x))/√(7*sin(x))=0
(4sin(2*x)-22*sqrt(3)*sin(x))/sqrt(7*sin(x))=0
4sin2*x-22*sqrt3*sinx/sqrt7*sinx=0
(4^sin(2*x)-2²*sqrt(3)*sin(x))/sqrt(7*sin(x))=0
(4 to the power of sin(2*x)-2 to the power of 2*sqrt(3)*sin(x))/sqrt(7*sin(x))=0
(4^sin(2x)-2^2sqrt(3)sin(x))/sqrt(7sin(x))=0
(4sin(2x)-22sqrt(3)sin(x))/sqrt(7sin(x))=0
4sin2x-22sqrt3sinx/sqrt7sinx=0
4^sin2x-2^2sqrt3sinx/sqrt7sinx=0
(4^sin(2*x)-2^2*sqrt(3)*sin(x))/sqrt(7*sin(x))=O
(4^sin(2*x)-2^2*sqrt(3)*sin(x)) divide by sqrt(7*sin(x))=0
Similar expressions
(4^sin(2*x)+2^2*sqrt(3)*sin(x))/sqrt(7*sin(x))=0
(4^sin(2*x)-2^2*sqrt(3)*sinx)/sqrt(7*sinx)=0

(4^sin(2x)-2^2sqrt(3)sin(x))/sqrt(7sin(x))=0 equation

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 sin(2*x)       ___           
4         - 4*\/ 3 *sin(x)    
-------------------------- = 0
         __________           
       \/ 7*sin(x)

$$\frac{4^{\sin{\left(2 x \right)}} - 4 \sqrt{3} \sin{\left(x \right)}}{\sqrt{7 \sin{\left(x \right)}}} = 0$$

Simplify

The graph

Plot the graph f1(x)

Plot the graph f2(x)

(4^sin(2*x)-2^2*sqrt(3)*sin(x))/sqrt(7*sin(x))=0 equation