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Simplifying sin(3x) = cos(x + 10) Remove parenthesis around (3x) ins * 3x = cos(x + 10) Reorder the terms for easier multiplication: 3ins * x = cos(x + 10) Multiply ins * x 3insx = cos(x + 10) Reorder the terms: 3insx = cos(10 + x) 3insx = (10 * cos + x * cos) 3insx = (10cos + cosx) Solving 3insx = 10cos + cosx Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by '3nsx'. i = 3.333333333cn-1ox-1 + 0.3333333333cn-1o Simplifying i = 3.333333333cn-1ox-1 + 0.3333333333cn-1o Reorder the terms: i = 0.3333333333cn-1o + 3.333333333cn-1ox-1
| -52+2= | | 2(2e+3)-2e+5f+2-2f= | | Cosx=11 | | 12-(4x+1)=6(x-3)+2x | | 41z=41z+107 | | -(x-4)-3(5x-2)= | | -4(5x+1)-3(3x+2)= | | (x-1)+x=-1 | | -3(x+5)+4(3x-4)= | | -5(5x-3)-3(2x+3)= | | 5(4x+2)-5(2x-5)= | | 9t-12t+4=O | | -5(2x+5)+5(4x-5)= | | -5(3x-4)-5(2x-4)= | | (5x+5)-(3x+2)= | | (x-4)-(x-1)= | | 5(3x+1)-3(2x-3)= | | 3(3x+2)-(4x-4)= | | 0=4x*4x+18x | | -15x^2+30x-15=0 | | (x-5)-3(3x+5)= | | (2x+4)-4(4x-5)= | | -4xy-10y=15 | | -4(4x+4)-4(x+4)= | | -2(4x+5)-(4x+5)= | | -7g+4g+2= | | 8x+25y=90 | | -3(x+1)+2(4x-3)= | | 3a+4e= | | 3(4x-4)+(2x+1)= | | -4(x+1)-(2x-5)= | | y=-4x-18(-5) |