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The graph of sin(x) represents a graph of a trigonometric function.

On the given graph you can find all of the important points for function sin(x) (if they exist).

On the given graph you can find all of the important points for function sin(x) (if they exist).

| Graph of y=2/3x | | Graph of x=3y | | Graph of y=5x-1 | | Graph of y=(x+3)(2x) | | Graph of r=x*2-1 | | Graph of f=(h+2)(h-1.3) | | Graph of 3x+y+x=7 | | Graph of 3-8x+5x | | Graph of 2+6x-4y | | Graph of y=(x+sin(x)) | | Graph of y=4x^2+5x+4 | | Graph of 2x+5y=10 | | Graph of f(x)=2/3x+2 | | Graph of f(x)=2/3+2 | | Graph of X=-7.5+2.5y | | Graph of 2x=y-5 | | Graph of X=-2.5+0.5y | | Graph of y=4x | | Graph of 4x+2y-8=0 | | Graph of -2y+6=-7x | | Graph of 0=-36+12y-21x | | Graph of 10x+2y=-10 | | Graph of y=4(x-5)^2-100 | | Graph of 3tan^2x-1+0 | | Graph of f(x)=1/x-3 | | Graph of y=(-x^2/4)+(7x/4)+2 | | Graph of x^2-10x+21=0 | | Graph of x=3 | | Graph of 11x-8+>3x-15 | | Graph of x^2-xy=4 | | Graph of f(x)=(2x+1)/(4x^2+4x-15) | | Graph of y=1/8(x-1)^2+4 | | Graph of 6x=y^2-6y+39 | | Graph of 2x+5y=19 | | Graph of y+=+14+-+6x | | Graph of y=14-6x | | Graph of x^5+6x^4+9x^3=0 | | Graph of 4x+2y=18 | | Graph of 4x-12x^2=256 | | Graph of 5x^5+7x+4 | | Graph of g(x)=2x^5-x^3+2x-1 | | Graph of 3x+4y=16 | | Graph of 2x+y=5 | | Graph of x-2y=3 | | Graph of 7x-8y=-6 | | Graph of 6x-18y=36 | | Graph of 2x-y=2 | | Graph of 2x+3y=6 | | Graph of R=3+cosx | | Graph of 2x+3y=-21 | | Graph of f(x)=6(x-2)-5 | | Graph of y=3x-5 | | Graph of 6+6x-8x | | Graph of x=0 | | Graph of 2x-8 | | Graph of y=10x | | Graph of -2x>-10 | | Graph of -12>x-17 | | Graph of 2x+-+5y+=+10 | | Graph of f+(x)+=+2(x+++2) | | Graph of f(x)=2x^2-7x-4 | | Graph of f+(x)+=+2(x+-+2) | | Graph of (3x-4)+(x+2) | | Graph of y=x^2 | | Graph of y=x*x |

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