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Simplifying sin2x = 3cos2x Solving in2sx = 3cos2x Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by 'n2sx'. i = 3cn-2os Simplifying i = 3cn-2os
| 75(2)= | | 2w+4x-11y+7w+10x+5y= | | 10x(0)=x | | 2/5+y-8=11 | | 2(x-9)=-15.4 | | -4v^2+32v=64 | | 9y-4y+20=40 | | 752/2= | | (6d+5)-(-2-3d)= | | 4*(10*-10)= | | 6(3m-5)=66 | | 7x-10+5x+7=-20-7 | | 21+18m=183 | | 4a^2-3a-16=0 | | x/2+8= | | 7(x-4)=-42 | | -[z-3y-(3x-z-2y)+3z+2y]-x= | | 9(a+1)=79.2 | | (16-2x)=10x | | 74=8c-2 | | -10=-5(7-5a) | | 21(24)= | | 12*0.5h=18*2h | | (9x+10)+(6x-4)= | | 9+7y=51 | | 9e-4=78.8 | | 9(2x+4)+7x= | | 8x^4+2x=0 | | 22-43=4(x-1)-4 | | h=-16(t)(t-9) | | -3x^2+21x-30=0 | | 10x^2-33xy+20y^2=0 |