Propiedades
Síntesis
Síntesis 2
Reacciones 1
Reacciones 2
100

Que efecto tienen las ramificaciones en el punto de ebullición de un ácido carboxílico?

Las ramificaciones reducen el punto de ebullición de ácidos carboxílicos

100

reactivos que permiten obtener ácidos carboxílicos por oxidación de alcoholes primarios?

•KMnO4 en medio básico y aplicando calor

•K2Cr2O7/H+

•CrO3/H+

100

Reacción que permite obtener ácidos carboxílicos por oxidación de carbono bencilico

Oxidación de alquilbencenos

100

tipo sustituyente que desestabiliza al ácido carboxílico

Grupo que cede densidad electronica

100

Que efecto de un halogeno en la estabilidad del anión carboxilato

Aumenta su estabilidad

200

Como se comportan los ácidos carboxílicos en cuanto a solubilidad?

Los ácidos de bajo peso molecular son muy solubles en agua, pero a medida que aumenta la cadena hidrocarbonada la solubilidad disminuye

200

Reacción que permite obtener ácidos carboxílicos utilizando O3 seguido de peróxido de hidrógeno en medio ácido?

Reacción de oxidación degradativa de alquenos que no presentan ramificación en el doble enlace.

200

Reactivos necesarios para obtener un ácido carboxílico degradando alquinos

•KMnO4 concentrado/calor

•O3, seguido de H2O2/H+ (ozonólisis oxidativa)

•O3, seguido de Zn/H2O (ozonólisis reductiva)

200

Producto obtenido al reaccionar un ácido carboxílico y cloruro de tionilo

cloruro de acilo
200

Reacción en la que se reducen ácidos carboxílicos para formar alcoholes primarios utilizando como reductor LiAlH4

Reducción de ácidos carboxilicos

300

Porque son solubles los ácidos carboxílicos de bajo peso molecular?


Porque tienen capacidad para formar enlaces de hidrógeno con moléculas de agua

300

Reactivos que permiten obtener fácilmente ácidos carboxílicos a partir de aldehídos

•KMnO4 diluido y frío

•K2Cr2O7/H+

• Reactivo de Tollens: Ag(NH3)2+/HO-

300

Reacción que permite obtener ácidos carboxílicos con un carbono más que la materia prima inicial usando CO2

Carbonatación de un reactivo de Grignard

300

Permite sustituir exclusivamente hidrógeno de un carbono α por un halógeno.

Se obtienen ácidos α-halogenados

 Reacción de Hell-Volhard-Zelinsky

300
producto obtenido al calentar un ácido dicarboxílico

anhídrido de ácido

400

porque los ácidos  carboxílicos tienen mayor punto de ebullición que el resto de los grupos funcionales?

porque en los estados sólidos y líquidos los ácidos carboxílicos existen como dimeros, esto debido a la formación de dobles puentes de hidrógeno

400

Que reacción se realiza?<img data-fr-image-pasted="true" 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

Reacción de oxidación de alquilbencenos

400

Reactivos necesarios para preparar un nitrilo alifático (SN2)

Halogenuro de alquilo primario o metílico y Cianuro de Sodio o Potasio

400

como realizo la Descarboxilación de Ácidos Dicarboxílicos

calentando alfa o beta diacidos

400

Reaccion de alfa o beta cetoacidos

al calentar un ceto acido se libera CO2 y se produce una cetona

500

Por qué los ácidos carboxílicos ceden con facilidad el átomo de hidrógeno?

Por el efecto de resonancia del grupo carbonilo ademas del efecto inductivo del átomo de oxigeno 

500

Reacciones que permiten obtener ácidos carboxílicos por la reaccuion de distintos compuestos y agua

reacción de hidrólisis de derivados de ácidos carboxílicos

500

Reacción que en medio ácido produce un ácido carboxílico y en medio alcalino Jabón

Reacción de hidrólisis de esteres

500

efecto de la distancia del halogeno en la acidez de un ácido carboxilico

Entre más se aleja el grupo que quita densidad electrónica del carboxilo, la acidez disminuye, aunque continúa siendo ligeramente mayor que en ausencia del halógeno

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Que efecto tiene el aumento de halogenos vecinos al ácido carboxilico

El aumento del número de halógenos estabiliza en forma creciente el anión carboxilato y la acidez aumenta. El cambio de cloro por flúor, más electronegativo, incrementa más la acidez.