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Simplifying sin(3x) + sin(7x) = 4cos(2x) Remove parenthesis around (3x) ins * 3x + sin(7x) = 4cos(2x) Reorder the terms for easier multiplication: 3ins * x + sin(7x) = 4cos(2x) Multiply ins * x 3insx + sin(7x) = 4cos(2x) Remove parenthesis around (7x) 3insx + ins * 7x = 4cos(2x) Reorder the terms for easier multiplication: 3insx + 7ins * x = 4cos(2x) Multiply ins * x 3insx + 7insx = 4cos(2x) Combine like terms: 3insx + 7insx = 10insx 10insx = 4cos(2x) Remove parenthesis around (2x) 10insx = 4cos * 2x Reorder the terms for easier multiplication: 10insx = 4 * 2cos * x Multiply 4 * 2 10insx = 8cos * x Multiply cos * x 10insx = 8cosx Solving 10insx = 8cosx Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by '10nsx'. i = 0.8cn-1o Simplifying i = 0.8cn-1o
| factorx^4-2n^2+1= | | X^2+4x=295 | | 3=-3*(-3)+b | | -4-3x=7xd | | B+3(4)=24 | | 5p=tp | | 5(2x-5)=75 | | x^4-2n^2+1= | | 5y+3(y)+(2)=54 | | =24B+3(4) | | 4x+6+3+5x=18 | | x/4-6=-8 | | s^2+9s-9=0 | | 3(p-4)=3(p+1) | | 4(3)+b=24 | | 10(7x-10)=45 | | 5(x+2)=3(2-x)-17 | | 7*7*7*7*7= | | 4x^2-18x-20=0 | | 10(7x-10)=46 | | -11+4m=-5m+7 | | -17=470+4x | | 4(3)+6=24 | | -13.1+-2.6= | | -3(-1-7y)=5(-24-4y) | | 1*1*1*1= | | 10(7x-10)=50 | | ax^2+bx=5 | | 15=(3+x)(3.25+x) | | 10(7x-10)=65 | | -6n+14-2n=16 | | -3x+4(-5)=-24 |