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Simplifying sinx = cosx Solving insx = cosx Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by 'nsx'. i = cn-1o Simplifying i = cn-1o
| 3n+4=13 | | 6g=5.16 | | 88-3=2x+23 | | -3-3x=2x+23 | | 5n-4=12 | | 4y-.7=5y | | 3(y-3)=2(y+4) | | 7(y-4)=8y-1 | | 5y+4y=8y+5 | | 2e^5x+4=8 | | 2d(.05)+d(.10)=1.20 | | w+6+2w+w+6+2w=84 | | x+3(x+1)=43 | | 2y+5=y-3 | | x^3+3x^2-6x+8=0 | | 4p+2=5(6-p) | | 1,5x+1,2=0,5x-3x+3,6 | | -3x-7=-34 | | 7-x/5=5 | | 3X*-48=0 | | 6p^2+12p= | | x/6-6=-3 | | x^3+y^3+z^3=5xyz | | 3x+29=10x-55 | | X*-5=150 | | 3x-7=-19 | | x/3+10=1 | | 7x-12=-47 | | 10x-168=2x-8 | | z+4=1 | | 20x^2+37x+15=4x+5 | | x/12-4=4 |