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Simplifying f(x) = 2cos(3x) Multiply f * x fx = 2cos(3x) Remove parenthesis around (3x) fx = 2cos * 3x Reorder the terms for easier multiplication: fx = 2 * 3cos * x Multiply 2 * 3 fx = 6cos * x Multiply cos * x fx = 6cosx Solving fx = 6cosx Solving for variable 'f'. Move all terms containing f to the left, all other terms to the right. Divide each side by 'x'. f = 6cos Simplifying f = 6cos
| 0.9x=2.176 | | 42x^2=50x^2-5x | | x-22y= | | 63=-3(4k+3) | | 8+8x=-16 | | -4(x+8)-11=-23 | | ax+bx-c=-d | | 50=g+47 | | 7+2z-1=7z+8-4z | | i^278= | | 6=1+4m+5 | | 18-5(4x+2y)= | | 6-5(3-5(2-3x))x=9 | | -y=x^2-8x+1 | | y=31-10 | | -5x+2x=-18 | | 7(t-3)+5t=(2t+2)-8 | | 166=-2n+6(1-5n) | | n=34+39 | | 10=k+3+6k | | a^2-6a-12=-6 | | -3f+(-6)=105 | | b-17=82 | | (5+3i)-(12-11i)= | | 3y-2=5(y+3) | | 9.3=-0.01x^2+0.25x+8.84 | | k^2+14k-78=-10 | | 9x+36=8 | | 2k^2+5k-63= | | 6x-4=5x+3 | | -3*(-5)*(-3)*(-5)= | | 9x-6=7x+10 |