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Simplifying 4sin(4x) = 3cos(2x) Remove parenthesis around (4x) 4ins * 4x = 3cos(2x) Reorder the terms for easier multiplication: 4 * 4ins * x = 3cos(2x) Multiply 4 * 4 16ins * x = 3cos(2x) Multiply ins * x 16insx = 3cos(2x) Remove parenthesis around (2x) 16insx = 3cos * 2x Reorder the terms for easier multiplication: 16insx = 3 * 2cos * x Multiply 3 * 2 16insx = 6cos * x Multiply cos * x 16insx = 6cosx Solving 16insx = 6cosx Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by '16nsx'. i = 0.375cn-1o Simplifying i = 0.375cn-1o
| 12=11n | | 3x-6=6+2 | | 64+x+x=180 | | 6/2*(3)+4= | | 5y/2=8 | | 4(3x-1)=(2x+4) | | 0=6.25cos(125x) | | 2/1! | | 5(6+2x)=2(2x+4) | | 0,2(7-2y)=2.3-0,3(y-6) | | 0,2*7-0,2*2y=2,3-0,3*y-0,3*6 | | 4(2x+5)-3(x-1)=x+28 | | 3(2x+7)=7(x+2) | | s^2+3*s+2=0 | | tanx=-166.7x | | 3(2x-5)=11-7x | | (x*7)(x-5)=5x-37 | | 14-10x=6x-18 | | 16x-12=8x+8 | | 24-15x=2x+7 | | 14x-16=5x+29 | | 0,3(8-3y)=3,2-0,8(y-7) | | 4p+8=12p-16p | | 9y^2=12x-4 | | 10+5y-y=-2 | | q^2-4q=-10 | | 24x=-12+-3(-9+3x) | | 150x+25y=1200 | | q^2-4q=10 | | 3y+24x=-12 | | x+8=x^2+2x+2 | | -6-6y+y=4 |