maths aptitude tricks

                                                           Math Trick How to multiple  two and three digits with short trick helpful in many competitive exams  TWO DIGIT MULTIPLY TRICKS   Two   digit-    AB * CD Ist step                       B *D 2 ND STEP                 A * D + B  * C Last step                    A* C FOR ALL CHAPTER WISE MATHS SHORTCUT TRICKS CLICK HERE  For example   42*56 Ist step               ...

simple and compound interest problems | simple interest aptitude questions | simple interest problems | compound interest questions | simple interest and compound interest | simple and compound interest aptitude | simple interest examples  Hi friends, In this post we are about to learn how to calculate simple interest and compound interest problems with some short tricks. In exams we don't have time to calculate on paper with formulas. we have to it in mind so quickly because Every second matter in examination hall. Now, here are some shortcut tricks for Simple Interest (S.I) and Compound interest (C.I.) with these i think you sure have some help in these chapter lets first thing to do is learn some PERCENTAGE basic. SIMPLE INTEREST  we have using these BASIC formulas S.I. = PxRxT / 100 BUT there are some example how these shortcut tricks that FOR ALL CHAPTER WISE MATHS SHORTCUT TRICK CLICK HERE Type 1. In how many years will a sum of money double it...

HEIGHT AND DISTANCE TRICKS HI. FRIEND IN MOST OF THE SSC EXAM THERE ARE 2-3 QUESTION ARE ON HEIGHT AND DISTANCE CHAPTER. SO, HERE ARE SOME FORMULAS WITH YOU CAN DEAL WITH THIS CHAPTER ALL CHAPTER WISE MATHS SHORTCUT TRICKS CLICK HERE please share this with your friends

PRISM FORMULA FOR SSC EXAMS FOR ALL MATHS CHAPTER WISE SHORTCUT TRICKS CLICK HERE CLICK HERE FOR MORE TRICKS LIKE THIS  

ALGEBRA FORMULAS (a+b) 2 = (a 2 +b 2 +2ab) (a-b) 2 = (a 2 +  b 2 – 2ab) (a+b) 2 + (a-b) 2 = 2 (a 2 + b 2 ) (a+b) 2 – (a-b) 2 = 4ab (a 2 -b 2 ) = (a+b) (a-b) (a+b) 3 = a 3 + b 3 + 3ab (a+b) (a-b) 3 = a 3 – b 3 -3ab (a-b) (a 3 +b 3 ) = (a+b) (a 2 -ab+b 2 ) (a 3 -b 3 ) = (a-b) (a 2 +ab+b 2 ) Arithmetic progression (A.P) Series a, a+d, a+2d, a+3d,……. First term = a Difference = d Then n th term T n = a + (n-1)d sum of “n” term S n = n/2 – (2a + (n-1)d) sum of n term S n = n/2 (a+L) L = last term Geometric progression (G.P) a , ar, ar 2 ,……. First term = a Difference = r Then n th term T n = ar n-1 sum of “n” terms S n = a(r n – 1 )/ (r – 1) MORE MATH TRICKS DOWNLOAD IN .PDF

The Perfect Place for Mathematics Tricks and  Quantitative Aptitude tricks for Competitive Exams Modern-day examination patterns are tricky and tough. The students reach out in search of essential help from various sources. Digital enhancement of the country’s educational model has turned the game on its head. Students of various age-groups are going online for better results. One of the essential parts of the modern-day education structure is competitive exams. Competitive examinations single-handedly filter out the best from the rest. Government and private bodies conduct these exams based on a universal pattern. The high-contesting nature of these exams means that students have no time to sit idle. Every individual on their toes. These exams decide your way ahead in your career by securing job placements and offers. These exams also pave the way for higher-level education. At questionpaper4exam.com, we provide the perfect set of Quantitative formulas. We deal wit...

TIPS FOR CALCULATE ADDITION FAST FAST ADDING TECHNIQUE In banking and  other exam candidates have to add very difficult number. so, we suggest to  use your mental technique to find this in easy ways Following are the examples how to add by converting number to base 100 or 10 technique with this we can add difficult digit easily. fast adding tricks ALL CHAPTER WISE MATH SHORTCUT TRICK CLICK HERE   Example 1 415 + 94 = ? 415 + (100 – 6) 515-6 = 509     instead of add 415 to 94, add 100 to 415 and subtracted 6 from it, that is the easy way and solving that MENTALLY without need of pen and paper . Example 2 118 + 69 =? 118 + (70 – 1) 188 – 1= 187 taking bigger number 1305 + 1520 = ? (1300 + 5 ) + ( 1500 + 20 ) (1300 + 1500) + ( 5 + 20 ) 2800 + 25 = 2825 it is easy to 1300 to 1500 and add remaining digit to get answer quickly Another example in decimals 50.05 + 7.05 = ? (50 + 7 ) + ( 0.05 + 0.05 ) 57 + 0.10 = 57.10 ...

TRIGONOMETRY BASIC CONCEPT FOR SSC EXAM DEFINITION OF TRIGONOMETRY :- trigonometry is the branch of mathematics that is concerned with calculating the angles of triangles or the lengths of their sides. In this article we are provided the basic of trigonometry. Which are main topic in ssc exams. 4 –5 question are based on this topic in ssc exam and in the mainS of cgl 10 – 14 question are asked . So, it is the important one for preparation. Basically we first provide basic concept and identities that are used to solving question based on trigonometry. First of all you have to learn that following table. in trigonometry there is no trick based question asked but if you learn the basic concept of trigonometry then you are easily solve within few seconds. Candidates find this is very tough topic to prepare for ssc some candidates leaves these chapter question in exam but this chapter is so easily prepare if you practice hard with this chapter by learn table and id...