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3*ln((1/3)*(abs(t))^4)
3*ln((1/3)*t^3)
sin(x)*ln(x)
(1/4)*(4-k) = 2/5
9*ln(3*x)
| m-1.25=.75 | | w^2-172=0 | | a^5+7a^4b+-8a^3b^2= | | 4x^2-3x-5= | | 338-6x^2=o | | A=21pim^2 | | 1/4(4-k)=2/5 | | 9x^2+y^2-72x-12y+99=0 | | √2/3 | | (4z-9)(7+z)=0 | | a-10=-8 | | 8log(-3n-3)+10=18 | | 24=8x+48 | | (2/3)(x+5)=4/9 | | X^2+3x=968 | | x^2-8x-31=0 | | (-9/7)w(-6) | | 2=4-3x^2 | | x+8=37 | | 5-5n-2n=5 | | 35+x=3x(5+x) | | 4x-4+13=5x-1+9x | | 23x/x^2 | | (x-2)(x)=0 | | x=5my+2b | | (5ab+x)(2ab-x)= | | 2×n/2 | | 5m+-3m+-15=0 | | 2xn/2 | | -16n+10=-14n-14 | | 8t^2+57y-56= | | 0.51x^2+80x-1880=0 |