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# MTH202 ALL Current Final Term Papers Fall 2016 & Past Final Term Papers at One Place from 25 February 2017 to 08 March 2017

MTH202 ALL Current Final Term Papers Fall 2016 & Past Final Term Papers at One Place from 25 February 2017 to 08 March 2017

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buhat easy paper tha 95% paper muaz file me se tha sub b obj b

What is the smallest integer N such that [N/6] =9?

Find the greatest common divisor of the following pair of integer:
72,63

How many distinguishable ways can the letters of the word HULLABALOO
1 Question was mathematical induction on page 170 handouts

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Muhammad Rashid bro plz kindly share the moiz file mth202

Suppose that a connected planar simple graph has 15 edges. If a plane drawing of this graph has 7 faces, how
many vertices does this graph have?
what is the smallest integer N such that [N/9] =6?
f (x) = 2x+1/2x+2 Is f onto?
prove that a divide b, b divide c and c divide a
Draw a full binary tree with seven vertices.
Find the greatest common divisor of the following pair of integer:
72,63
How many ordered selections of two elements can be made from the set of 4 elements
There are 25 people who work in an office together. Four of these people are selected to attend four different conferences.
The first person selected will go to a conference in New York, the second will go to Chicago, the third to San Francisco, and the fourth to Miami. How many such selections are possible?

My today paper mth202

All the mcqs from moaaz file and the subjective questions

Question

Let A and B be the events. Rewrite the following event using set notation

“A or not B occurs”

Question No:

Find a non-isomorphic tree with three vertices.

Question No:

The members of a club are 12 boys and 8 girls. In how many ways can a committee of 3 boys and 2 girls be formed?

Question No:

What is the probability of getting a number greater than 2 when a dice is tossed?

Question No:    ( Marks: 5 )

Use Kruskal’s Algorithm to draw the minimal spanning tree for the graph below. Indicate the order in which

edges are added to form a tree.

Q no: one question from truth table

One question from contrapositive of a conditional statement ?

Q: definition of permutation .

All the mcqs from moaaz file and the subjective questions
Question
Let A and B be the events. Rewrite the following event using set notation
“A or not B occurs”

Question No:
Find a non-isomorphic tree with three vertices.
Question No:
The members of a club are 12 boys and 8 girls. In how many ways can a committee of 3 boys and 2 girls be formed?

Question No:
What is the probability of getting a number greater than 2 when a dice is tossed?
Question No: ( Marks: 5 )
Use Kruskal’s Algorithm to draw the minimal spanning tree for the graph below. Indicate the order in which
edges are added to form a tree.
Q no: one question from truth table
One question from contrapositive of a conditional statement ?
Q: definition of permutation .

MTH202
mcq past papers or or handouts sy thy
questions sary hanouts sy thy vertices waly chepters mn sy only 1 question aya
x={1,2,3,4} R={(x,y)|x<y} is arelarion on x, r=? r'=? and graph or r
xi and f(xi) ki values in table dy hoi thii or omega square ki value find krni thi
2 metrixs dye hoay thy 3 rows and 3 columns dono ky ,Ms and Mr, SoR=?
2 metrixs A and B thy metrix A mn 2 rows or 2 columns thy jbka matrix B mn 2 rows or 3 columns thy, AB=? and BA=?
Factorial wala aya tha

Suppose that a connected planar simple graph has 15 edges. If a plane drawing of this graph has 7 faces, how
many vertices does this graph have?
what is the smallest integer N such that [N/9] =6?
f (x) = 2x+1/2x+2 Is f onto?
prove that a divide b, b divide c and c divide a
Draw a full binary tree with seven vertices.
Find the greatest common divisor of the following pair of integer:
72,63
How many ordered selections of two elements can be made from the set of 4 elements
There are 25 people who work in an office together. Four of these people are selected to attend four different conferences.
The first person selected will go to a conference in New York, the second will go to Chicago, the third to San Francisco, and the fourth to Miami. How many such selections are possible?

What is the smallest integer N such that [N/6] =9?
Find the greatest common divisor of the following pair of integer:
72,63
How many distinguishable ways can the letters of the word HULLABALOO
1 Question was mathematical induction on page 170 handouts

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