(7r-3(t/5)(7r-3(t/5)=

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Solution for (7r-3(t/5)(7r-3(t/5)= equation: 


(9^1)/2 = 0

6;11;4;11;8;0

1212.5;4850;2425;4850;0;0

1;2425;2425;4850;0;0

3;8;2;8;0;5

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| (7r-3(t/5)^2= | | 1=1+5x-5x | | (ab-8)(ab-10)= | | 2b-1=13b+5 | | 2(x+3)=4(2x+4) | | -4(5X-2)=28 | | x^2-16x=-96 | | -2(3X-1)=-22 | | 18=-3k-3k | | 14=6x^2 | | [7x-(x+1)][7x+(x+1)]= | | (x-5)(x+1)(x^2-9)=85 | | (x/15/9)/15/8=0.8 | | 0.5n(100-3n+3)=0 | | 3x-8y=41 | | 0=-0.07x+0.3-sin(x) | | 10/(6x)=1.3 | | 1.7*x=4.25 | | sin(x)=-0.07x+0.3 | | 2x-3x+5y=1-3-2 | | 10/6x=1.3 | | 8m-29=29 | | 5a+2=13 | | 88=99 | | x-2.4=3.76 | | x*2.3=11.96 | | x+3.2=5.17 | | 0=0.5x^3-0.75x^2-3x | | A-2b+c=5 | | (3x-5)-(1-2x)=14 | | 9/150 | | 0.5/x=32/x |

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