Find the list of Important Aptitude shortcuts PDF for upcoming Bank Exams Quantitative Aptitude Check below for Aptitude Shortcuts PDF: Mind Trick for Quadratic Equations · Aptitude Shortcut Methods in PDF Part-II. I have started Quantitative Aptitude preparation series. I will try to .. shortcut techniques and reasoning shortcut techniques in PDF FORMAT. Quantitative Aptitude Formulas & Shortcut Tricks Free PDF Download. 4 · Facebook Point to remember for faster Calculation. 1 = %. 1 /2= 50%.
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In this website we provide few shortcut Methods on Quantitative Aptitude and solution for the Quantitative Aptitude math shortcut tricks for faster mathematical. Quantitative Aptitude Tricks - PDF. Download. Topics: 1. How much %. Shyam's income is less than that of Ram's income? Method I. By using formula. Aptitude Shortcut - Aptitude Shortcut How easy would it be if we knew a shortcut for every problem. provide faster, easier ways to add, subtract, multiply, divide, aptitude and reasoning. shortcut method for quantitative aptitude in bank exam . Backup Software · PDF Printer · Free PDF converter · Free Backup software.
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Arshdeep kour says: May 3, at 2: Saumya Singh says: November 14, at 5: December 23, at 8: Altaf says: March 14, at 8: Fareen says: Here last two digits 48 are divisible by 4, so is also divisible by 4.
Example — , Here last 3 digits are divided by 8, hence the number is divisib le by 8. Divisible by 10 — If a number ends with 0, then it is divisible by Example — , , Divisible by 12 — If a number is divisible by 3 and 4 both, then it will also be divisible by 12 as well.
Example — 48 48 is divisible by 3 and 4 both, so it will be divisible by 12 also. Divisible by 14 — If a number is divisible by 2 and 7 both, then it will also be divisible by 14 as well. Example — 42 42 is divisible by 2 and 7 both, so it will be divisible by 14 also.
Divisible by 15 — If a number is divisible by 3 and 5 both, then it will also be divisible by 15 as well. Example — 45 45 is divisible by 3 and 5 both, so it will be divisible by 15 also.
Divisible by 16 — A number is divisible by 16, if the number formed by the last4 digits is divisible by Example - Last four digits are divisible by Divisible by 24 — If a number is divisible by 3 and 8 both, then it will also be divisible by 14 as well. Example — 48 48 is divisible by 3 and 8 both, so it will be divisible by 24 also.
Divisible by 40 — If a number is divisible by 5 and 8 both, then it will also be divisible by 40 as well. Example — 80 80 is divisible by 5 and 8 both, so it will be divisible by 40 also.
Divisible by 80 — If a number is divisible by 5 and 16 both, then it will also be divisible by 80 as well. Example — 80 is divisible by 5 and 16 both, so it will be divisible by 80 also. We set up our problem with the long division symbol or the long division bracket. Put the dividend on the inside and the divisor on the outside, left. Divide the first number of the dividend by the divisor. You can note the remainder but ignore it for now.
The whole number result, 0, is placed on top to start the quotient. That number is then multiplied by the divisor. The result is placed under the number we just divided into. Next, we bring down the next number of the dividend. We now divide this number 48 by the divisor Again, You can note the remainder but ignore it for now. Note that you could skip all of the previous steps with zeros and jump straight to this one if you realize how many digits in the dividend you need to get your first non-zero value in the quotient.
In this case you would divide 32 into 48 straight away.
If the value of each item is multiplied by the same value m, then the average of the group or items will also get multiplied by m. If the value of each item is multiplied by the same value n, then the average of the group or items will also get divided by n. If we know only the average of the two groups individually, we cannot find out the average of the combined group of items.
Change in the value of a Quantity and its effect on the Average. They are generally simple to attempt if you have done practice and remember the formulae. Important formulae to remember are:. For more pdfs like these, mention the topics in the comments section below. Daily Current Affairs Quiz — 12 April Daily Current Affairs Quiz — 10 April Daily Current Affairs Quiz — 9 April All Resources. March 4, June 18, Download PDF March 2,