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Simplifying 5sinx = -3cosx Solving 5insx = -3cosx Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by '5nsx'. i = -0.6cn-1o Simplifying i = -0.6cn-1o
| -6x/8=8-6x | | (4)/(2-3i) | | 7y-11x=46 | | 15(x+9)=15(9+x) | | 10+4k=-4+4k | | 1/3times1/3times1/3times1/3times1/3 | | X^5-3x^4+x^3+2x+4=0 | | 3h+-5=22 | | 10x-9=-79 | | 19=0.432x-10.44 | | 195=0.432x-10.44 | | p-1/2p | | -5=-.33(0)+b | | X+15+x=35 | | (4x-5.666666667)+(6x+4.5)= | | -1.3j-0.4=-1.16 | | 16.5=0.432x-10.44 | | -3n=124 | | 5.5(8x+6)-4(6.5x+2.5)= | | 4n+12=2n+20 | | 2x^2-17x-117=0 | | 17-3x=-2x-6x | | 2(2+3v)-7v= | | 1/x-1/3x=1/6 | | X^2-18x+107=0 | | 3G+9=21 | | 8x-3(8x+1)= | | 3(x+3)-(3x-5)=19 | | -4(x-4)-5= | | 0=.14(0)+b | | Cosx-cos^3x=Cosx*Sin^2x | | -7-6(-4n+2)= |