**Solutions:** You can find the file with solutions for all
questions here.

### Question 1: Merge Dictionaries

Implement the function `merge_dict`

. The `merge_dict`

function merges two dictionaries with the same keys together.

```
def merge_dict(d1, d2):
"""Returns a dictionary with two dictionaries merged together. You can assume that the same keys appear in both dictionaries.
>>> data8 = {"midterms":1, "projects":3}
>>> data100 = {"midterms":2, "projects":3}
>>> combined_exams = merge_dict(data8, data100)
>>> combined_exams
{'midterms': 3, 'projects': 6}
>>> sunday_orders = {"pizza": 3, "hot dogs": 2, "fries": 5}
>>> monday_orders = {"pizza": 1, "hot dogs": 1, "fries": 8}
>>> combined_orders = merge_dict(sunday_orders, monday_orders)
>>> combined_orders
{'pizza': 4, 'hot dogs': 3, 'fries': 13}
"""
result_dict = {}
for work in d1:
result_dict[work] = d1[work] + d2[work]
return result_dict
```

Use OK to test your code:

`python3 ok -q merge_dict`

### Question 2: Polynomial

A polynomial function is a function with coefficients, variables and constants. A polynomial function is said to be the nth degree polynomial if there is a term in the function with the variable to the nth degree. For example, a 4th degree polynomial must contain the term x^4 with some coefficient multiplied to it.

Complete the function `polynomial`

, which takes in a degree and a list of coefficients. The function should output the corresponding polynomial function.

Hint: the staff solutions is one line and uses lambda + a list comprehension.

```
def polynomial(degree, coeffs):
"""
>>> fourth = polynomial(4, [3,6,2,1, 100])
>>> fourth(3) # 3*(3**4) + 6*(3**3) + 2*(3**2) + 1*(3**1) + 100
526
>>> third = polynomial(3, [2, 0, 0, 0])
>>> third(4) # 2*(4**3) + 0*(4**2) + 0*(4**1) + 0
128
"""
# Option 1
return lambda x: sum([coeffs[i]*(x ** (degree - i)) for i in range(degree + 1)])
# Option 2
def poly_func(x):
return sum([coeffs[i]*(x ** (degree - i)) for i in range(degree + 1)])
return poly_func
```

Use OK to test your code:

`python3 ok -q polynomial`

## Submit

Make sure to submit this assignment by running:

`python3 ok --submit`

## Maps

This homework is shorter than normal homeworks in order to give you more time to work on the Maps project. Please get started on it early.