Deep Learning – IIT Ropar Week 2 Assignment Answers
Deep Learning – IIT Ropar Week 2 Assignment Answers (Jan-Apr 2026)
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1. Which property of the sigmoid function makes it suitable for modeling fraud probability?
- It produces only binary outputs
- It is non-monotonic
- It is continuous and differentiable
- It does not depend on model parameters
Answer : c
2. For transaction T2, compute the value of z. :
Answer : 0.6
3. The decision rule p^≥0.5 is equivalent to which condition?
- z≥1
- z≥0
- z≤0
- z≤−1
Answer : b
4. Which transactions trigger step-up authentication?
(Select all that apply.)
- T1
- T2
- T3
- T4
Answer : b, c, d
5. Holding x2constant, increasing b shifts the sigmoid activation curve along the x1 -axis in which direction?
- Right
- Left
- Up
- Down
Answer : b
6. What is the objective of training this model?
- Maximize the loss
- Minimize the loss
- Keep the loss constant
- None of the above
Answer : b
7. If y=1 and p^=0.2, what is the loss?
- 0.4
- 0.5
- 0.32
- 0.8
Answer : c
8. Which statement about the sigmoid output is correct?
- It can be interpreted as a probability
- It always equals 0 or 1
- It is undefined for negative inputs
- It is non-differentiable
Answer : a
9. Fill in the blank
If w⊤x+b=0, then p^=_______.
Answer : 0.5
10. Which statements are correct for this learning setup?
- Model parameters are learned from labeled data
- Gradient descent can be used
- Sigmoid activation is differentiable
- Outputs are always binary
- Outputs are always binaryLoss is minimized during training
Answer : a, b, c, e
11. How many trainable weights connect the input layer to the hidden layer (excluding biases)?
- 9
- 20
- 25
- 10
Answer : b
12. How many bias parameters exist in the hidden layer?
- 1
- 4
- 5
- 0
Answer : b
13. How many trainable weights connect the hidden layer to the output neuron (excluding bias)?
- 1
- 4
- 5
- 20
Answer : b
14. Why is a sigmoid activation function used in the hidden layer?
- It produces binary outputs
- It guarantees exact rank prediction
- It is differentiable and supports gradient-based learning
- It removes the need for a loss function
Answer : c
15. Which statements about representational capacity are correct?
- A perceptron network with one hidden layer can represent any Boolean function
- A single sigmoid neuron can represent XOR exactly
- A sigmoid network with one hidden layer can approximate any continuous function (given enough neurons)
- The approximation guarantee holds with a fixed small number of neurons
- Increasing hidden neurons can increase approximation accuracy
Answer : a, c, e
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