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M4maths Numerical Ability - Sequence and Series Math Questions and Answer

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(#M40155358) M4MATHS QUESTION Keep an EYE Keep an eye puzzle Keep an eye puzzle

Fill the grid below with positive integers (one per cell) following these three rules:
i. Each entry in the top row is one digit.
ii. Each entry in any row below the top row is the sum of the two entries
immediately above it.
iii. Each pair of same-color squares contain the same integer. These five distinct
integers are used exactly twice and no other integer is used more than once.
Show that your solution is unique. You must submit your work
showing how you arrived at the solution.
2.

Asked In M4maths Navjot kaur (7 years ago)
Unsolved
Is this Puzzle helpful?   (16)   (10) Submit Your Solution Sequence and Series

(#M40152406) M4MATHS QUESTION Sequence Keep an EYE Keep an eye puzzle Keep an eye puzzle

What is the next number of the following sequence
1/2, 6/1, 35/6, 7134/35,.......

Asked In M4maths Ajay Kumar Gupta (7 years ago)
Unsolved Read Solution (1)
Is this Puzzle helpful?   (0)   (0) Submit Your Solution Sequence and Series
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(#M40040155) M4MATHS QUESTION number puzzle Keep an EYE Keep an eye puzzle Keep an eye puzzle

1,6,7,13,20,33,..... find sum of first 52 terms???

Asked In M4maths Ahim Paul (8 years ago)
Unsolved
Is this Puzzle helpful?   (4)   (0) Submit Your Solution Sequence and Series

(#M40039357) M4MATHS QUESTION Series Keep an EYE Keep an eye puzzle Keep an eye puzzle

2,3,40,1260.....
what will be the next number?

Asked In M4maths Tania Chatterjee (8 years ago)
Unsolved
Is this Puzzle helpful?   (6)   (0) Submit Your Solution Sequence and Series

(#M40034855) M4MATHS QUESTION series Keep an EYE Keep an eye puzzle Keep an eye puzzle

What is the next number of the following sequence
4,7,5,7,6,9,7,13,8,10,9,....

Asked In M4maths Dinesh thatti (8 years ago)
Unsolved Read Solution (2)
Is this Puzzle helpful?   (1)   (1) Submit Your Solution Sequence and Series
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Maths Quotes

If you think dogs can't count, try putting three dog biscuits in your pocket and then giving tommy only two of them.

Phil Pastoret

Pure mathematics is the world's best game. It is more absorbing than chess, more of a gamble than poker, and lasts longer than Monopoly. It's free. It can be played anywhere - Archimedes did it in a bathtub.

Richard J. Trudeau, Dots and Lines

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