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We want to retrieve all records of employees who belong to departments where the average training score is strictly greater than 75. Which of the following code snippets correctly achieves this?

Which of the following statements is TRUE?
, the
returned by
are cosine similarities lying in
.
is used instead of
because the nearest neighbour of any movie is the movie itself, which is then dropped via `indices.flatten()[1:]
on the genre vectors additionally requires the user–item ratings matrix.
Enter the line number (1,2...,10) of the printed row. If multiple lines are printed enter the sum of the row numbers (i.e. if line 1 and 2 are printed enter 3)
(the transformed value of the first sample, whose original value is 2)? (Enter up to 2 decimals)


Enter the difference between the total number of learnable parameters in both the models. (Enter the absolute value of the difference)
:
The nearest neighbours are decided using the nan-aware (weighted) Euclidean distance computed over the present coordinates. What is the imputed value at position
? (Enter up to 2 decimals)
and
, select all statements that are correct.
must be a transformer, i.e. it must implement both
and
.
only needs to implement
.
requires the user to supply an explicit name for each step, just like
.
object exposes the interface (e.g.
) of its last step.
Which of the following are correct?
How do these two models differ in their output strategy to produce the final prediction
for a given test instance, and how does adding more estimators affect them?
Which of the following holds true?
Assuming the all the models are trained on the same dataset, which of the models is likely to converge the slowest?
Which value should fill the blank, and for which reason?
, because the trend is increasing over time.
, because the seasonal amplitude scales with the level of the series.
, because
only supports additive seasonality.
, because the residual component must always sum to zero.


means not rated):
Using user–user collaborative filtering, the predicted rating is
taken over the users who have rated the target item, where
is the similarity of those users to the target user and
are their ratings of that item. Predict the rating that user U4 would give to item I5. (Answer up to 2 decimals.)