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cos((pi/2)*x)*sin((pi/2)*x)
5/8-(3/4) = y
(1/2)*ln(2*x)
x*e^(-7*x)
3*sin(2*x-5)
| F(x^2)x^2+4x=8 | | 3x-x+1=x+9 | | 3(2-3x)(8x+3)=0 | | 11-12x+8x+1= | | 5/8-3/4=y | | 7-k^2=37 | | -9+1.7=-3.7-1.1x | | 7(5x-2)=0 | | 5x-3x=x+18 | | 6x+8=7x+3 | | -16n+5n=-7(6+8n)+3 | | -3.9=-27.5-1.4x | | (-7x+4)(6x-1)=0 | | -6x+2(-4x-16)=-130 | | -16n+5n=-7 | | 2.50+0.05x=y | | 3x^2+4x-8=1 | | 3x=0.45 | | 2x-4(2x+2)=-80 | | 9x-(5-1)=13 | | 3x^2-23=0 | | (7x-9)(5x+8)=0 | | 3x^2=13+10 | | -2x-6(-x-13)=98 | | (4x+7)(4-5x)=0 | | y^2-14y-30=0 | | (4x+7)(4+5x)=0 | | -2x+3(-2x+8)=72 | | 4x^2+17x+10y-7=0 | | (2x-7)(x+7)=0 | | 37=3v-14 | | 2*x-5*(x+2)=4-5*(x-2) |