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Simplifying 4sin2(9y) = x + y Remove parenthesis around (9y) 4in2s * 9y = x + y Reorder the terms for easier multiplication: 4 * 9in2s * y = x + y Multiply 4 * 9 36in2s * y = x + y Multiply in2s * y 36in2sy = x + y Solving 36in2sy = x + y Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by '36n2sy'. i = 0.02777777778n-2s-1xy-1 + 0.02777777778n-2s-1 Simplifying i = 0.02777777778n-2s-1xy-1 + 0.02777777778n-2s-1 Reorder the terms: i = 0.02777777778n-2s-1 + 0.02777777778n-2s-1xy-1
| y=7*sin(x) | | 2x+8-x=9+2x-5 | | a-15=23 | | 3(35t+10)=15(3t+14) | | 0.74x=14 | | (y-3)-(y+9)=4y | | 5y-2x=23 | | 3(0)=-x+9 | | 4-2n+2=10 | | a=6.2831rh | | 4x-9x+17=3x+33 | | 5(x-5)=4x | | X=-16x^2+50x | | (15y^2)(5y^2)^-2/y | | Y=-16x^2+50x | | Y=-16x+50x | | Z/7-4=8 | | -9=5n+4-3 | | P(1-p)=0.2244 | | 116x=3/4 | | xsquared-6x-1=0 | | 2x-4+10=15+x | | hbt=6.2831 | | -9x^2+7x=0 | | 1x+1=1 | | 340/35 | | .40/35 | | r(x)=3x^2-5x+5 | | (27a^3b^3)^2/3 | | 1(2x-4)+1(3x+5)=4(2x-4)(3x+5) | | -23+168=76 | | x+2x+(5x+1)=17 |