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Simplifying 5sinx = 7cosx Solving 5insx = 7cosx Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by '5nsx'. i = 1.4cn-1o Simplifying i = 1.4cn-1o
| 5m^4n^3-13m^4n^3= | | 6m^2n-9m^2n= | | -6+-6+-6+-6+-6+-6+-6+-6+-6+-6+-6+-6= | | 4a+6a=10 | | 4x-3y+2y+8x-2= | | 0.25(4x+16)=3+2(2-x) | | x/3=81a | | 5x+6=6x+3 | | 0.55/3x=2 | | 4x(3x+6)=5x(x+2) | | (x+y^2)=64 | | 5v*7g/v-2u= | | x^2-30x-1=0 | | x^2-30x+k=0 | | (.1x)-x+(.05x)=10.45 | | 6(x-4)2+4(x-4)-2=0 | | 5z(4z-4)-2z(3z-6)= | | 4x(2x-5)+7x(3x+3)= | | 3u(3u-5)+3u(4u+3)= | | 1.2n=0.6 | | 5x(5x-3)-3x(4x+4)= | | 5x(2x-3)+5x(3x+6)= | | 2n^2-10n+7=0 | | 7x^2+x-6=-42 | | 7+(8+(3+4)2)= | | 10+20.5x=64.5x-13 | | y=6+-6(-2) | | 18--7+5+16/-8= | | y=6-6(-3) | | y=-4+-4(0) | | y=-4+-4(-1) | | y=-4+-4(1) |