Cuestionario vinculado a una guía · fácil Nivel
Prueba de redes neuronales
Pesos de prueba, capas ocultas, ReLU, actualizaciones de gradientes, interpretación de resultados y por qué las redes más grandes aún necesitan pruebas cuidadosas en nuevos ejemplos.
Pregunta 1 de 8
In the toy neuron, input 0.8 is multiplied by 0.6 before a bias is added. What is the 0.6?
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- In the toy neuron, input 0.8 is multiplied by 0.6 before a bias is added. What is the 0.6?
- The bias added to every weighted sum
- The weight applied to the first input
- A held-out target label
- The final output after activation
- What do hidden layers do between input and output?
- Transform inputs into intermediate representations used by later layers
- Store the original training labels unchanged
- Select the final answer without computation
- Replace the need for an output layer
- What role does ReLU play when applied to a value?
- It computes the loss against a target
- It updates weights using a learning rate
- It assigns the correct class label
- It returns zero for a negative input and passes a positive one through
- What does backpropagation provide to the training process?
- The final parameter values after optimization
- Gradients describing how parameters affect loss
- A guarantee of the globally best solution
- A separate test set for measuring generalization
- How should the brain analogy for neural networks be understood?
- Artificial neurons are mathematical abstractions, not biological neurons
- Modern networks reproduce brain cells in full detail
- A successful network proves human-like understanding
- Each network layer corresponds exactly to a brain region
- In the guide’s toy neuron, input 1.5 produces a weighted sum of -0.02. What does ReLU output?
- 1.5 because ReLU preserves the input
- -0.02 because ReLU preserves every sum
- 0.02 because ReLU removes the negative sign
- 0 because ReLU maps negative values to zero
- What happens when linear transformations are stacked without nonlinear activations?
- Their composition is still linear
- The stack automatically becomes nonlinear because it is deeper
- Backpropagation turns the stack into a classifier
- Each layer becomes an independent probability
- Why should a numeric output and category scores be interpreted differently?
- A numeric output is always a confidence percentage
- Category scores are guaranteed probabilities
- Output meaning depends on the task and the chosen output layer
- Every output layer returns a class label