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  #1  
Old Wednesday, October 29, 2014
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Arrow Group Study for SBP-BSC YPIP OG-2

Any one who has applied and is interested to do group study for the above post? We can help each other. I am pretty good at Quantitative portion and any one good at other portions are welcome ;-)
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Old Wednesday, October 29, 2014
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i want to join this group study . i will post usefull material whatever i am preparing CA , GK and maths formulas as soon as possible IA .
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Quote:
Originally Posted by Palwasha tariq View Post
i want to join this group study . i will post usefull material whatever i am preparing CA , GK and maths formulas as soon as possible IA .
Thanks for showing your interest. Kindly check your email for further details. We have to make yahoo or skype group for discussion.

Thanks
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we should discuss on this forum ... instead yahoo or gmail ... it will help us as well as other members
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When did Malala got Noble Peace prize?
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NTS uploaded the sample paper for State Bank of Pakistan SBP Banking Services Corporation
Excellent Career Opportunity Young Professionals Induction Program (OG-2) – 4th Batch

given link below

http://www.nts.org.pk/Test&Products/..._FL/Search.php
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Originally Posted by bakistani View Post
when did malala got noble peace prize?
plz share when???????
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10 Oct 2014

Quote:
Originally Posted by Palwasha tariq View Post
we should discuss on this forum ... instead yahoo or gmail ... it will help us as well as other members
Ok fine. Lets start!!

How to solve percentage questions?
- what is 10% of 10?
Solution:
Part/whole = Percent/100
so, x/10 = 10/100 => x/10 = 1/10
=> x = 10/10 = 1

Last edited by Stunner; Saturday, November 01, 2014 at 11:34 AM. Reason: Merged ..
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formulas for maths questions
[/SIZE]


Question Types

• Age problems
• Work hours problems
• Clock angles and Sector area
• Algebraic expressions
• Speed distance problems
• Fractions & Percentages
• Range, mean, Mod
• Simple Geometry problems
• Basic Arithmetic
• Probability
• Ratios
• Profit, Discount problems
• Equation solving for Variables


Quantitative Sections Formulas

• Speed Distance and Time

Distance = Speed * Time

Example:

If a man running at 15 kmph passed a bridge in 9 seconds, what is the length of the bridge?

Solution: As S=v*t

Length=(15*1000/ 3600)*9=37. 5m

------------------------------------

• Mean Value
• The mean average is not always a whole number.
• The mean is the total of the numbers divided by how many numbers there are.
• To work out the mean:
• Add up all the numbers.

7 + 9 + 11 +6+13 + 6 + 6 + 3 + 11 = 72

• Divide the answer by how many numbers there are. There are 9 numbers.

72 / 9 = 8

So the mean value is 8.

-------------------------------------------

• Mode Value

• The mode is the value that appears the most.
• 7 9 11 6 13 6 6 3 11
• To work out the mode:
• Put the numbers in order: 3 6 6 6 7 9 11 11 13
• Look for the number that appears the most. 6 appears more than any other number.

So the mode value is 6.

-----------------------------------------

• Median value

• The median is the middle value.
• To work out the median:
• Put the numbers in order: 3 6 6 6 7 9 11 11 13
• The number in the middle of the list is the median. So the median value is 7.
• If there are two middle values, the median is halfway between them. Work out the median for this set of numbers:
• 3 6 6 6 7 8 9 11 11 13
• There are two middle values, 7 and 8.
The median is halfway between 7 and 8, so the median is 7.5.

--------------------------------------

• Range

• The range is the difference between the biggest and the smallest number.
• To work out the range:
• Put the numbers in order:

3 6 6 6 7 9 11 11 13

• Subtract the smallest number from the biggest number:

13 - 3 = 10

So the range of this set of numbers is 10.

--------------------------------------

• Sum of given Series

Sum = ((First Term+ Last Term) /2 )* Number of Terms

Example:

• .what is the avg of first 20 multiples of 7?

So series for first 20 multiples of 7 is 7,14,21......41

• Sum=((7+140)/2)*20
• Sum=73.5*20
• We have to find avg so

• Avg=73.5*20/20=73.5

--------------------------------------------

• Probability

Probability that event A occurs P(A) = n(A) / n(S).

where

n(A) - number of event occurs in A

n(S) - number of possible outcomes

Example:

What is the probability of sum 9 on both of two dice when rolled together?

Solution:

Total outcomes for two dices=6*6=36
Events whose sum is 9 are (3,6),(6,3),(4,5),(5,4)=4

Probability of sum 9=4/36=1/9


• Marble Size, Number of Marbles

Example: • Marble size is 20cm*30cm. How many marbles are required to cover a square with side 3m?

• 3m= 300cm

• Area of Square=300*300

• No of marbles=Area /Marble size

• =300*300/ 20*30= 150

------------------------------------------------

• LOG PROPERTIES

• 1) Multiplication inside the log can be turned into addition outside the log
• Log(x.y)=log x+logy

• 2) Division inside the log can be turned into subtraction outside the log
• Log(x/y)=logx - logy

• 3) An exponent on everything inside a log can be moved out front as a multiplier
• In x^2=21n x
• In e=1

-------------------------------------------

• Clock hands and Angles

• Angle traced by hour hand in 12 hrs = 360°.

• Angle traced by minute hand in 60 min. = 360°.

Example:

• 5:35 express hour hand in degree?

• As 12 Sectors on clock=360 degree

• 5*30+30*35/60=150+17.5=167.5 degrees

-------------------------------------------

• WORK SHARE

• Amount of Work/Time=Output(Rate)

Example:

• A can do a piece of work in 4 hours; B and C together can do it in 3 hours, while A and C together can do it in 2 hours. How long will B alone take to do it?

• A=1/4
• B+C=1/3
• A+C=1/2
• C=1/2 - 1/4=1/4
• B=1/3 - 1/4=1/12

• So B alone will do in 12 hours.

----------------------------------------------

• AGE PROBLEM

• Example:

• If father is double the age of his son. 20 years ago he was 12 times that of son. What is the age of father now?

• F=2S
• F-20=12(S-20)
• 2S-20=12S-240
• 10S=220
• S=22
• F=2S=44

------------------------------------------------

• Percentage % SHARE

• A company sell three types of mobiles worth 100, 125, and 225. It sold equal no. of all mobiles. What is the percent share of cheapest mobile?

• Total=100+125+225=450

Share of cheapest mobile= 100*100/450=22.22%

-----------------------------------------------

• Consumer math formulas:

Discount = list price * discount rate

Sale price = list price - discount

Discount rate = discount - list price

Sales tax = price of item * tax rate

Interest = principal * rate of interest * time
Commission = cost of service * commission rate

• Loss = C.P — S.P

• Gain% = Gain* 100 / C.P

• Loss % = Lost* 1 00 / C. P

---------------------------------------------

• Sector Area

• Sector Area=pi* r^2*angle

Example:

A clock's minute hand is 10cm long. What area it will cover from 90am to 9:35am?

• Solution:

r=10 cm
Area=pi* r^2* angle
Area=3.14*10*10*(7/12)
Area=183.3 cm^2
Note: for 35 minute, minute hand position will be at 7 angle with position as 7/12 or angle= 210/360

-------------------------------------------------

• Solving Expressions

Example:

What is the value of x? If 3^ (1+x) + 5*3^x -8=0

Solution:

3 * 3^x +5 * 3^x=8
3^x (3+5)=8
3^x=1
3^x=3^0
Hence x=0
--------------------------------------------------

• AREA & CIRCUMFERENCE OF CIRCLE

• Area= pi*r^2
• C=2*pi*r

• AREA OF SQUARE, Triangle,Rectangle

• Area of square= s^2
• Perimeter=4s
• Area of triangle= b*h/ 2
• Perimeter= sum of all sides
• Area of Equilateral triangle=sqrt3 *s^2 /4
• Perimeter=3s
• Area of rectangle= L*W
• Perimeter=2(L+W)
• Volume of cylinder = pi*r^2*h

-----------------------------------------------------

• Cube :

• Let each edge of a cube be of length a. Then,

• 1. Volume = a^3 cubic units.
• 2. Surface area = 6a^2 sq. units.
• 3. Diagonal =sqrt 3a units.

Example:

What is the volume of a cube whose surface area is 294?

A.125
b.216
c.294
d.343

• SOLUTION:

Surface Area of Cube= 6*a^2=294
a^2=49
So a=7
Volume of Cube= a^3
a^3=7^3=343

-----------------------------------------------

• Cylinder :

• Let radius of base = r and Height (or length) = h. Then,

• 1. Volume = (π * r^2 * h) cubic units.

• 2. Curved surface area = (2*π * r * h) sq. units.

• 3. Total surface area = 2*π * r*(h + r) sq. units.

--------------------------------------------------

• i values

• I=sqrt of -1

• I^2=-1
• I^4=1

------------------------------------------------
• Average formula:

Let a1, a2,a3,........an be a set numbers, average = (a1 + a2 + a3 + ....... +an)/n

• Average= sum of elements/no of elements

-------------------------------------------------
• RATIO

• 3:b=x:c
• X=?
• 3c=bx
• X=3c/b
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  #10  
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Hello all, I have been following this forum for quite a while for YPIP preparation and seeing this group discussion post I decided to register and start posting and sharing. Appreciate your post Palwasha really helpful for maths section. for the time being, im posting list of federal ministers. thanks

FEDERAL MINISTERS

1 Mr. Abbas Khan Afridi Textile Industry
2 Engr. Khurram Dastgir Khan Commerce
3 Rana Tanveer Hussain Defence Production
4 Mr. Muhammad Ishaq Dar Finance, Revenue, Economic Affairs and Statistics
5 Mr. Akram Khan Durrani Housing and Works
6 Khawaja Muhammad Asif i) Water and Power ii) Defence
7 Mr. Prvaiz Rashid i) Information, Broadcasting and National Heritage ii) Law, Justice and Human Rights
8 Mr. Ghulam Murtaza Khan Jatoi Industries and Production
9 Mr. Riaz Hussain Pirzada Inter-Provincial Coordination
10 Chaudhry Nisar Ali Khan Interior and Narcotics Control
11 Mr. Muhammad Barjees Tahir Kashmir Affairs and Gilgit-Baltistan
12 Mr. Sikandar Hayat Khan Bosan National Food Security and Research
13 Pir Syed Sadaruddin Shah Rashidi Overseas Pakistanis and Human Resource Development
14 Shahid Khaqan Abbasi Petroleum and Natural Resources
15 Mr. Ahsan Iqbal Planning,Development and Reform
16 Mr. Kamran Machael Ports and Shipping
17 Khawaja Saad Rafique Railways
18 Sardar Muhammad Yousaf Religious Affairs and Inter-faith Harmony
19 Mr. Zahid Hamid Science and Technology
20 Lt. General (Retd) Abdul Qadir Baloch States and Frontier Regions
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