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Simplifying 3cosx + -16sinx = 0 Solving 3cosx + -16insx = 0 Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Add '16insx' to each side of the equation. 3cosx + -16insx + 16insx = 0 + 16insx Combine like terms: -16insx + 16insx = 0 3cosx + 0 = 0 + 16insx 3cosx = 0 + 16insx Remove the zero: 3cosx = 16insx Divide each side by '3osx'. c = 5.333333333ino-1 Simplifying c = 5.333333333ino-1
| (2/3 | | n+12-18=26 | | 2x^2-10=8 | | 8+6p-3=47-5 | | 5x-(-4-6)=-156 | | r/98 | | -.21x-.56=4.48 | | 50*x=9-x | | -4Y=-16/3 | | 5b+8c+4p= | | n^2/5=5 | | 25=x-19 | | 5x-7(-4-6)=156 | | 5n-10=3n+6 | | 2/3x-16=9 | | k^2=51 | | 2/3-5/8= | | g(-2/5)=7/21 | | 6/30 | | 100=4x-5(-3x+18) | | 9999999999999999999+99999999999999999= | | 12z+z^2=48 | | x+(x+6)+(x+8)=95 | | f^2-11f+30=0 | | 23/4-11/6= | | 32.5/9 | | 85+69+(6x+22)(x+37)=180 | | v^2=45 | | 2(10)(10)+2(12)(10)+2(10)(12)=A | | v^2=2500 | | 9p=40 | | (3/8x9/10)x9/10 |