Mi fate queste due espressioni, per favore???

mary light ^.^
1. {[(4/9-1/3)°-(3/5-1/3)°*(5/3)°+(1/2)]: (-17/27)+3/4}°

2. [(-9/7)alla terza)*(1+2/5)alla terza : (1+4/5)alla terza] : [3 alla -3 * (-1/3) alla -2 + (+1/2)alla terza * (-2/5) alla terza : (-1/5)°]

°= alla seconda
*= segno della moltiplicazione

Se me le fate tt e 2,beh, grz 1000=)))

Risposte
bimbozza
1.
[math] \left{[(\frac{4}{9}- \frac{1}{3})^2-(\frac{3}{5}- \frac{1}{3})^2*(\frac{5}{3})^2+(\frac{1}{2})]: (- \frac{17}{27})+ \frac{3}{4} \right}^2[/math]


[math]\left{[(\frac{4-3}{9})^2-(\frac{9-5}{15})^2*(\frac{5}{3})^2+(\frac{1}{2})]: (- \frac{17}{27})+ \frac{3}{4}\right}^2[/math]


[math]\left{[(\frac{1}{9})^2-(\frac{4}{15})^2*(\frac{5}{3})^2+(\frac{1}{2})]: (- \frac{17}{27})+ \frac{3}{4}\right}^2[/math]


[math]\left{[\frac{1}{81}- \frac{16}{225}* \frac{25}{9}+ \frac{1}{2}]: (- \frac{17}{27})+ \frac{3}{4}\right}^2[/math]


[math]\left{[\frac{1}{81}- \frac{16}{81}+ \frac{1}{2}]: (- \frac{17}{27})+ \frac{3}{4}\right}^2[/math]


[math]\left{[\frac{2-32+81}{162}]: (- \frac{17}{27})+ \frac{3}{4}\right}^2[/math]


[math]\left{[\frac{51}{162}]* (- \frac{27}{17})+ \frac{3}{4}\right}^2[/math]


[math]\left{ - \frac{1}{2})+ \frac{3}{4}\right}^2[/math]


[math]\left{ \frac{-2+3}{4}\right}^2 [/math]


[math]\left{ \frac{1}{4}\right}^2 =\frac{1}{16}[/math]

-------------------------------------------------------------------------

2.
[math] [(- 9/7)^3)*(1+2/5)^3: (1+4/5)^3] : [3^{-3} * (-1/3)^{-2} + (+1/2)^3 * (-2/5)^3 : (-1/5)^2][/math]


[math][(- 9/7)^3)*((5+2)/5)^3: ((5+4)/5)^3] : [3^{-3} * (3)^{2} + (+1/2)^3 * (-2/5)^3 : (-1/5)^2][/math]


[math][(- 9/7)^3)*((7)/5)^3: ((9)/5)^3] : [3^{-3+2} + (+1/2*(-2/5))^3 : (-1/5)^2][/math]


[math][((- 9/7)*(7/5)*(5/9))^3] : [3^{-1} + (+1/2*(-2/5))^3 : (-1/5)^2][/math]


[math][(-1)^3] : [1/3 + (-1/5)^3 : (-1/5)^2][/math]


[math]-1 : [1/3 + (-1/5)^{3-2}][/math]


[math]-1 : [1/3 + (-1/5)^{1}][/math]


[math]-1 : [1/3 -1/5][/math]


[math]-1 : [(5-3)/15][/math]


[math]-1 : [2/15][/math]


[math]-1 * 15/2=-15/2[/math]

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