Question

Y = 4 * X + 14 You have been given an incomplete Python program in the answer box below . Please complete the program by filling in the lines as required . The program takes as input an integer X , and computes the following formula . Z = Y + 4 If the value of Y is greater than 50 , the program should do the following : latform Z = Y * 2 If the value of Y is less than or equal to 50 , the program should do the following : Finally , the value of Z should be printed with print ( ) command . Answer : ( penalty regime : 0 % ) Reset answer UOM 123 X = int ( input ( ' Enter x : ' ) ) Y = X * 4 + 14

Answer 1

The task includes completing a Python program to calculate the value of Z based on X and Y, and also solving a mathematical equation to find the value of Y. The Python program computes Z based on conditions related to Y, while the separate mathematical problem involves algebraic manipulation to find the value of Y.

Step-by-step explanation:

The question requires completing a Python program to evaluate the expression Y = 4 * X + 14 and then adjust the value of Z based on the value of Y. The Python code provided needs to be completed to handle the conditions specified. The program takes an input X, calculates Y, and then calculates Z as Y + 4. If Y is greater than 50, Z is updated to Y * 2; otherwise, Z remains as Y + 4. Finally, the value of Z is printed.

Additionally, a mathematical equation unrelated to the Python program is given: Y = 140 + 0.9(Y − 0.3Y) + 400 + 800+600 -0.15Y. The steps to solve this equation involve combining like terms and isolating Y on one side to find its value.

Let's combine like terms and isolate Y:

• Substitute T with 0.3Y to get Y in terms of itself.
• Simplify the equation by combining like terms.
• Isolate Y on one side to solve for its value.

The completed Python program and the solution to the mathematical equation would be:

X = int(input('Enter x: '))

Y = 4 * X + 14

if Y > 50:

Z = Y * 2

else:

Z = Y + 4

print(Z)

For the mathematical equation, we have:

Y = 140 + 0.9(Y - 0.3Y) + 400 + 800 + 600 -0.15Y
Y = 1940 + 0.48Y

Now, we could solve for Y by isolating it:

0.52Y = 1940
Y = 1940 / 0.52
Y = 3730