Господин Экзамен
Общий знаменатель sin(pi)/16*cos(pi)^(3)/16-sin(pi)^(3)/16*cos(pi)/16
Решение
Вы ввели
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3 3
sin(pi)*cos (pi) sin (pi)*cos(pi)
---------------- - ----------------
16*16 16*16
$$\frac{\sin{\left(\pi \right)} \cos^{3}{\left(\pi \right)}}{16 \cdot 16} - \frac{\sin^{3}{\left(\pi \right)} \cos{\left(\pi \right)}}{16 \cdot 16}$$
sin(pi)*cos(pi)^3/(16*16) - sin(pi)^3*cos(pi)/(16*16)
Степени
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0
$$0$$
3 3
sin (pi)*cos(pi) cos (pi)*sin(pi)
- ---------------- + ----------------
256 256
$$\frac{\sin{\left(\pi \right)} \cos^{3}{\left(\pi \right)}}{256} - \frac{\sin^{3}{\left(\pi \right)} \cos{\left(\pi \right)}}{256}$$
-sin(pi)^3*cos(pi)/256 + cos(pi)^3*sin(pi)/256
Общий знаменатель
[src]
3 3
sin (pi)*cos(pi) cos (pi)*sin(pi)
- ---------------- + ----------------
256 256
$$\frac{\sin{\left(\pi \right)} \cos^{3}{\left(\pi \right)}}{256} - \frac{\sin^{3}{\left(\pi \right)} \cos{\left(\pi \right)}}{256}$$
-sin(pi)^3*cos(pi)/256 + cos(pi)^3*sin(pi)/256