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Dominican Republic
Escribe la ecuación diferencial que modela el crecimiento poblacional de una especie bajo el supuesto de crecimiento exponencial.
Calculus Dec 15, 2024
II. Factoriza los siguientes trinomios (6) \( k^{2}-3 k+2= \) (8) \( s^{2}+s-6= \) (10. \( t^{2}+5 t-6= \)
Algebra Dec 13, 2024
\begin{tabular}{l} II. Factoriza los siguientes trinomios. \\ \( \begin{array}{ll}\text { (6) } k^{2}-3 k+2= & \text { (7.) } x^{2}-x-2= \\ \text { (8. } s^{2}+s-6= & \text { (1). } t^{2}+5 t+6= \\ \text { (10. } t^{2}+5 t-6= & \text { (13. } 3 a^{2}-13 a-10 \\ \text { 12. } 2 r^{2}-5 r+3= & \text { 15. } 6 y^{2}+9 y-9 \\ \text { 14. } 12 p^{2}+41 p+35= & \end{array} \) \\ \hline\end{tabular}
Algebra Dec 13, 2024
II. Factoriza los siguientes trinomios: \( \begin{array}{ll}\text { (6.) } k^{2}-3 k+2= & \text { (7.) } x^{2}-x-2= \\ \text { 88. } s^{2}+s-6= & \text { (9.) } r^{2}+5 t+6= \\ \text { (19. } t^{2}+5 t-6= & \text { (11) } 3 a^{2}-13 a-10= \\ \text { 12. } 2 r^{2}-5 r+3= & \text { 13. } 10 y^{2}+9 y-9= \\ \text { 14. } 12 p^{2}+41 p+35= & \text { 15. } 6 m t^{2}+30 m+36\end{array} \)
Algebra Dec 13, 2024
I. Completa los factores que faltan, (1) \( a^{2}+a-2=(a+2)( \) (2) \( t^{2}+3 t+2=(t+2)( \) (3) \( 6 k^{2}-7 k+2=(3 k-2)( \) (4) \( 12 x^{2}+8 x-15=(2 x+3)( \) (5) \( 2 m^{2}+5 m-12=(2 m-3) \)
Algebra Dec 13, 2024
\( 3 b + 2 d ) ^ { 3 } \)
Algebra Dec 13, 2024
Redondea el número 4,789 a la unidad más cercana de mil.
Arithmetic Dec 13, 2024
\( \int \frac { 3 / \sqrt { a ^ { 3 } y ^ { 4 } } x d x } { 4 / 3 a ^ { 2 } b ^ { 3 } x ^ { 2 } + 6 } \)
Calculus Dec 12, 2024
¿A qué número se redondea 245 al centenar más cercano?
Arithmetic Dec 10, 2024
Redondea 34 al diez más cercano.
Arithmetic Dec 10, 2024
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