WGU D335 INTRO TO PYTHON UPDATED
ACTUAL EXAM QUESTIONS AND CORRECT
ANSWERS FULL SOLUTION GRADED A+
◉ Create a solution that accepts an integer input representing any
number of ounces. Output the converted total number of tons, pounds,
and remaining ounces based on the input ounces value. There are 16
ounces in a pound and 2,000 pounds in a ton.
The solution output should be in the format
Tons: value_1 Pounds: value_2 Ounces: value_3. Answer: ounces =
int(input())
value_1 = ounces // (16 * 2000)
value_2 = (ounces % (16 * 2000)) // 16
value_3 = ounces % 16
print(f"Tons: {value_1}")
print(f"Pounds: {value_2}")
print(f"Ounces: {value_3}")
◉ Create a solution that accepts an integer input representing the
index value for any any of the five elements in the following list:
various_data_types = [516, 112.49, True, "meow", ("Western",
"Governors", "University"), {"apple": 1, "pear": 5}]
, Using the built-in function type() and getting its name by using the
.name attribute, output data type (e.g., int", "float", "bool", "str")
based on the input index value of the list element.
The solution output should be in the format
Element index_value: data_type. Answer: index_value = int(input())
data_type = type(various_data_types[index_value]).__name__
print(f"Element {index_value}: {data_type}")
◉ Create a solution that accepts any three integer inputs representing
the base (b1, b2) and height (h) measurements of a trapezoid in
meters. Output the exact area of the trapezoid in square meters as a
float value. The exact area of a trapezoid can be calculated by finding
the average of the two base measurements, then multiplying by the
height measurement.
Trapezoid Area Formula:A = [(b1 + b2) / 2] * h
The solution output should be in the format
Trapezoid area: area_value square meters. Answer: b1 = int(input())
b2 = int(input())
h = int(input())
area_value = float((b1 + b2) /2) * h
print(f"Trapezoid area: {area_value} square meters")
◉ Create a solution that accepts five integer inputs. Output the sum of
the five inputs three times, converting the inputs to the requested data
type prior to finding the sum.
First output: sum of five inputs maintained as integer values
ACTUAL EXAM QUESTIONS AND CORRECT
ANSWERS FULL SOLUTION GRADED A+
◉ Create a solution that accepts an integer input representing any
number of ounces. Output the converted total number of tons, pounds,
and remaining ounces based on the input ounces value. There are 16
ounces in a pound and 2,000 pounds in a ton.
The solution output should be in the format
Tons: value_1 Pounds: value_2 Ounces: value_3. Answer: ounces =
int(input())
value_1 = ounces // (16 * 2000)
value_2 = (ounces % (16 * 2000)) // 16
value_3 = ounces % 16
print(f"Tons: {value_1}")
print(f"Pounds: {value_2}")
print(f"Ounces: {value_3}")
◉ Create a solution that accepts an integer input representing the
index value for any any of the five elements in the following list:
various_data_types = [516, 112.49, True, "meow", ("Western",
"Governors", "University"), {"apple": 1, "pear": 5}]
, Using the built-in function type() and getting its name by using the
.name attribute, output data type (e.g., int", "float", "bool", "str")
based on the input index value of the list element.
The solution output should be in the format
Element index_value: data_type. Answer: index_value = int(input())
data_type = type(various_data_types[index_value]).__name__
print(f"Element {index_value}: {data_type}")
◉ Create a solution that accepts any three integer inputs representing
the base (b1, b2) and height (h) measurements of a trapezoid in
meters. Output the exact area of the trapezoid in square meters as a
float value. The exact area of a trapezoid can be calculated by finding
the average of the two base measurements, then multiplying by the
height measurement.
Trapezoid Area Formula:A = [(b1 + b2) / 2] * h
The solution output should be in the format
Trapezoid area: area_value square meters. Answer: b1 = int(input())
b2 = int(input())
h = int(input())
area_value = float((b1 + b2) /2) * h
print(f"Trapezoid area: {area_value} square meters")
◉ Create a solution that accepts five integer inputs. Output the sum of
the five inputs three times, converting the inputs to the requested data
type prior to finding the sum.
First output: sum of five inputs maintained as integer values
