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(sin(t))^7
(x^5)^(1/7)
((x-1)/(x+1))^4
1/(5-(4*(log(10)(x))))+4/(log(10)(x)+1) = 3;x
x
cos(3*x)
| (-5y+4m+3)-(3m+5)= | | x^(-1/5)=1/2 | | 54.8-d/5=60 | | 10-(5m-9)=39 | | [9(a+5)-16]-[3(a-4)+2]= | | 5x+1+7x+3=146 | | 5x-47=53 | | 100=10d+d^2 | | 4y-16=-6+7 | | 10y=x+9 | | AB+12=5 | | 3x^2+5x+20=16+x-x^2 | | 100-q+.02q^2=100-2q+.06q^2 | | 9(-2x+4)=6(3x-3) | | 24=4(2h-7) | | 3j^2-8j-4=0 | | 6(x-3)+5=41 | | 0.10(y-9)+0.08y=0.06y-0.07(30) | | 6(x-3)+5=42 | | 18k+k-15k+2k+2k=8 | | 10t^2-20t+4= | | -8y-39=3(y+9) | | 10-m=-10 | | 4[2x-3]=2[3x+1] | | 12y-19y-(-16y)+(-12y)-(-8y)=20 | | y^25=4 | | [9(x+5)-18]-[3(x-3)+2]= | | 5x-47=90 | | C/5=29 | | 2-a/4=3/5 | | 5x+5x+4x-9x=10 | | -38t+4=4.4t-37 |