PROGRESSIONS ( ARITHMETIC & GEOMETRIC) FOR CBSE PLUS 1 & UK A - LEVEL Online Test

If n term of an Arithmetic progression is 2.5 x + 3 , its common difference

will be


The tenth term of the Geometric Progression 5 , 25 , 125 ........................

is


The sum of the first 200 terms of the Arithmetic progression ,

- 10 , - 5 , 0 , - - - - - - - is


The sum of the first ' n ' natural numbers is 210. The number represented by ' n ' is ............


The third term of a Geometric progression is 24 and its sixth term is 192.

The tenth term of this progression is .......................


Ann runs a small business. She saves a part of her income in her savings box everyday as shown below:

Rs 10 on the first day , Rs 20 on the second day , Rs 30 on the third day and so on. What will be her total savings after 30 days ?


The sum of the first 5 terms of the Geometric series ,

is .................


How many numbers will be there between 300 and 700 which leave a remainder 2 when divided by 6 ?


The term of a sequencce is

, where

The tenth term of this sequence will be ....................


The sum of the first 20 terms of the series 1 + 8 + 27 + 64 + .......................

is ...................


Which term of the Arithmetic Progression , 3 , 6 , 9 ............... is 111 ?


The first and second terms of an Arthmetic progression are ' p ' and ' q ' respectively.

The 11 th term of this progression is ................


The product of the first three terms of a Geometric Progression is - 8 .

The second term of this progression is ...................


The sum of the 5 consecutive terms of an Arithmetic Progression is - 10.

The middle term in this group wil be ........................


The sum of the Arithmetic mean and the Geometric mean between 4 and 36 is

....................



Which term of the GP , 2 , 6 , 18 , .................... is 13122 ?


The Arithmetic mean and Geometric mean of two positive numbers ' a ' and

' b ' are 10 and 8 respectively. The possible values of ( a - b ) are .........


One grain of wheat is placed on the first square of a chess board , 2 are placed on the second square , 4 on the third and so on , everytime doubling the number of grains placed. The total number of grains required to fill 64 squares is ,...............


If x , 2x + 2 , 3x + 3 are in Geometric Progression, the fourth term of this progression will be ..............................









































Description:

This test covers the maths topic, 'PROGRESSIONS", normally taught at Higher Secondary or Advanced Level. It is a part of all prominent international Maths syllabuses, like CBSE (Plus 1 ), Cambridge International A & AS- Levels , UK GCE A- Level Etc

The test consists of 20 questions and each question carries 1 mark. Most of the questions are of average standard. Any one gets more than 10 marks could be considered as an average student in maths.

Private online tuition also is offered on this topic upon request. I can teach the entire topic for US Dolars 75. It may require at least 12 hours to cover the entire topic .

For further information , you may please contact me at :

georgeignatiusxx@gmail.com [ Google talk }
georgeignatius9 [Skype]

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