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Simplifying h(x) = cos3x Multiply h * x hx = cos3x Solving hx = cos3x Solving for variable 'h'. Move all terms containing h to the left, all other terms to the right. Divide each side by 'x'. h = cos3 Simplifying h = cos3
| (8x+14)=(2x+46) | | y+5=-2(x+4) | | y=-1.25(x-3)+1 | | 24-6b=54+9b | | .75m+14=1.87m+-10.3936 | | 4a-2a=16 | | -3(-2x-7)+4x=15 | | 2a*8=a*16 | | -8a+10=26 | | 3=4y+8 | | 58=7x+25-4x | | 16x+250=18x+210 | | 21=-6x+39 | | 2x-5=53 | | 3x+x+20=136 | | -42+c=-72 | | 5(d-2)-2=2(d+1)-5 | | 10x=9x-45 | | -75=19+a | | 2x-7+x+2x-7+4=80 | | 7*5=2*5 | | 11+x=3x-13 | | x-(-15)=21 | | 3b-1=b-3 | | x+3+x+4+2x-8= | | 11+x=3x-3 | | X+x+70+28=180 | | x+53=-47 | | -6x+20=20 | | 6x+5(x-7)=-101 | | 4(d+2)-2d+3(2+d)=d | | -8(z-991)=256 |