Python Answers

Write a program to assist a college student in selecting an appropriate humanities or social science course as part of their degree.The college maintains a list of approved transfer courses that are available for AAS degrees like Computer Technology.use the following as eligible courses:

​Social science​ Humanities

​​ECO 210​​​​​ART 101

​​GEO 101​​​​​ENG 102

​​SOC 101​​​​​MUS 105

​​PSY 201​​​​​PHI 101

​​HIS 101​​​​​REL 101

​​PSC 201​​​​​

Create 2 lists for social science and humanities courses.Ask a student the course number they would like to take to fulfill the social science requirement.Search your list to see if the course is an acceptable course in that category.If so tell them the course they selected is fine.If not tell them that the course is not eligible and then display for them all the eligible courses.Repeat the same structure for humanities courses.The program should work for any number of courses in the lists

Fibonacci numbers are a sequence of integers, starting with 1, where the value of each number is the sum of the two previous numbers, e.g. 1, 1, 2, 3, 5, 8, etc. Write a function called fibonacci that takes a parameter, n, which contains an integer value, and have it return the nth Fibonacci number. (There are two ways to do this: one with recursion, and one without.)

1. The program should initialize with two variables, one called balance that starts with a float of 0, and one called otherBalance that also starts with a float of 0. [5% marks] 2. Create the following functions: i) getBalance() [5% marks] ■ This should only return the value of balance ii) getOtherBalance() [5% marks] ■ This should only return the value of otherBalance iii) printBalances() [10% marks] ■ This should call getBalance() and getOtherBalance(), and print the returned values out with a dollar symbol and two decimal places (i.e., $10.99) (Hint: you can use format() function here to print the returned values) iv) deposit(money) [15% marks]

Alphabetic Symbol

Write a program to print the right alphabetic triangle up to the given N rows.Input

The input will be a single line containing a positive integer (N).Output

The output should be N rows with letters.

Note: There is a space after each letter.Explanation

For example, if the given number of rows is 4,

your code should print the following pattern.

A 
A B 
A B C 
A B C D

Sample Input 1

4

Sample Output 1

A

A B

A B C

A B C D

Sample Input 2

6

Sample Output 2

A

A B

A B C

A B C D

A B C D E

A B C D E F

Right Triangle

Given a number N, write a program to print a triangular pattern of N lines with numbers as shown below.Input

The input will be a single line containing a positive integer (N).Output

The output should be N rows with numbers.

Note: There is no space between the numbers.Explanation

For example, if the given number of rows is 4,

your code should print the following pattern

1
121
12321
1234321

Sample Input 1

4

Sample Output 1

1

121

12321

1234321

Sample Input 2

9

Sample Output 2

1

121

12321

1234321

123454321

12345654321

1234567654321

123456787654321

12345678987654321

Evens and Odds

Write a program to count even and odd numbers in given range [M, N]. Both M, N are inclusive in [M, N].

Input

The first line of the input will be an integer(M).

The Second line of the input will be an integer(N).

Output

The first line of output should be a number of odds count.

The second line of output should be a number of even counts.

Explanation

For example, if the given range is 2 to 11

odds numbers in the range are 3, 5, 7, 9, 11 then count is 5.

even numbers in the range are 2, 4, 6, 8, 10 then count is 5.

Sample Input 1

2

11

Sample Output 1

5

5

Sample Input 2

-5

7

Sample Output 2

7

6

Ordered Matrix

Given a M x N matrix, write a program to print the matrix after ordering all the elements of the matrix in increasing order.Input

The first line of input will contain two space-separated integers, denoting the M and N.

The next M following lines will contain N space-separated integers, denoting the elements of each list.Output

The output should be M lines containing the ordered matrix.

Note: There is a space at the end of each line.Explanation

For example, if the given M is 3 and N is 3, read the inputs in the next three lines if the numbers given in the next three lines are the following.

1 20 3
30 10 2
5 11 15

By ordering all the elements of the matrix in increasing order, the ordered matrix should be

1 2 3
5 10 11
15 20 30

Sample Input 1

3 3

1 20 3

30 10 2

5 11 15

Sample Output 1

1 2 3

5 10 11

15 20 30

Sample Input 2

2 5

-50 20 3 25 -20

88 17 38 72 -10

Sample

IPL

A win earns a team 3 points. A draw earns 1. A loss earns 0.

The following information is expected:

MP: Matches Played

W: Matches Won

D: Matches Drawn (Tied)

L: Matches Lost

P: Points

The team information should be displayed in descending order of points.Input

Each of those lines has information on the T1, T2) which played and the outcome (O) in format T1;T2;O.

The outcome (O) is one of 'win', 'loss', 'draw' and refers to the first team listed.

See Sample Input/Output for better understanding.

CSK, Matches Played: 4, Won: 2, Lost: 1, Draw: 1, Points: 7' for each team in a new line.

If there are no teams to print in summary, print "No Output".

Constraints

Names of teams may contain spaces but will be less than 24 characters

100 >= N >= 0

Sample Input

6

CSK;RR;loss

RR;DD;draw

MI;KKR;win

KKR;RR;loss

CSK;DD;draw

MI;DD;draw

Sample Output

Team: RR, Matches Played: 3, Won: 2, Lost: 0, Draw: 1, Points: 7

Team: MI, Matches Played: 2, Won: 1, Lost: 0, Draw: 1, Points: 4

Input

The first line contains a single integer M.

Next M lines contain two integers Pi, Ci separated with space, where Pi denotes power and Ci denotes co-efficient of Pi for polynomial A.

After that next line contains a single integer N. Next N lines contain two integers Pj, Cj separated with space, where

Pj denotes power and Cj denotes co-efficient of Pj for polynomial B.

Output

Print the addition of polynomials A and B.

The format for printing polynomials is: Cix^Pi + Ci-1x^Pi-1 + ... + C1x + CO, where Pi's are powers in decreasing order, Ci is co-efficient and CO is constant, there will be space before and after the plus or

minus sign. If co-efficient is zero then don't print the term. If the term with highest degree is negative, the term should be

represented as -Cix^Pi. For the term where power is 1 represent it as C1x instead of C1x^1. If the degree of polynomial is zero and the constant term is also zero, then just print 0 to represent the polynomial.