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Turkmenistan
a) \( f(x)=x^{3}-6 x^{2}-63 x \)
Calculus Jan 17, 2025
a) \( f(x)=2 x-5 x^{2} \);
Algebra Jan 17, 2025
\( >\begin{array}{l}\text { Отметьте точки на координатной } \\ \text { плоскости. } \\ (4 ;-1) \\ (0 ; 3) \\ (-2 ; 3) \\ (-1 ;-1) \\ (0 ;-2)\end{array} \)
Geometry Jan 17, 2025
апишите в виде степени и вычислите: \( 6 \cdot 6 \cdot 6 \cdot 6 ; \)
Arithmetic Jan 15, 2025
Используя таблицу степеней, вычислите: \( \begin{array}{lllll}\text { а) } 4^{5} ; & \text { б) } 5^{3} ; & \text { в) } 3^{4} ; & \text { г) } 4^{3} ; & \text { д) } 2^{4} ; \\ \text { е) } 3^{2} .\end{array} \)
Arithmetic Jan 15, 2025
Іредставьте степень в виде произведения вычислите: \( 6^{4} \); б) \( 11^{3} \); в) \( 28^{3} ; \) г) \( 543^{2} ; \) д) \( 10^{4} \); е) \( 1^{10} \).
Arithmetic Jan 15, 2025
300. Найдите значение дроби: \( \begin{array}{ll}\text { а) } \frac{38^{2}+17^{2}}{72^{2}-16^{2}} ; & \text { в) } \frac{71^{2}-23^{2}+94 \cdot 42}{62^{2}-32^{2}} \\ \text { б) } \frac{39,5^{2}-3,5^{2}}{57,5^{2}-14,5^{2}} ; & \text { в) } \frac{63^{2}-23^{2}}{71^{2}-15^{2}+86 \cdot 24}\end{array} \)
Algebra Jan 15, 2025
300. Найдите значение дроби: \( \begin{array}{ll}\text { a) } \frac{38^{2}+17^{2}}{72^{2}-16^{2}} ; & \text { в) } \frac{71^{2}-23^{2}+94 \cdot 42}{62^{2}-32^{2}} \\ \text { б) } \frac{39,5^{2}-3,5^{2}}{57,5^{2}-14,5^{2}} ; & \text { в) } \frac{63^{2}-23^{2}}{71^{2}-15^{2}+86 \cdot 24}\end{array} \)
Arithmetic Jan 15, 2025
119. Найдите длину медианы \( C E \) равнобедренного прямо- угольного треугольника \( A B C\left(\angle C=90^{\circ}\right) \), если \( A B=10 \).
Geometry Jan 15, 2025
119. Найдите длину медианы \( C E \) равнобедренного прямо- угольного треугольника \( A B C\left(\angle C=90^{\circ}\right) \), если \( A B=10 \).
Geometry Jan 15, 2025
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