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Questions by NithinBiliya
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Algebra
Solve for x - 10x2 - 29x + 10 = 0 Provide the steps.
Solve for x -10x2 - 29x + 10 = 0Provide the steps.
271
views
asked
May 12, 2018
0
votes
2
answers
2
MadeEasy Workbook: General Aptitude - Simple Interest
Below is the question - The answer given is - d What is the method to solve the question?
Below is the question -The answer given is - dWhat is the method to solve the question?
827
views
asked
May 12, 2018
Quantitative Aptitude
made-easy-booklet
general-aptitude
simple-interest
quantitative-aptitude
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0
votes
1
answer
3
MadeEasy Workbook: General Aptitude - Profit Loss
This was one of the formula given in the "profit and loss" chapter of made eady booklet - reasoning and aptitude. How do we derive this formula?
This was one of the formula given in the "profit and loss" chapter of made eady booklet - reasoning and aptitude.How do we derive this formula?
837
views
asked
May 10, 2018
Quantitative Aptitude
made-easy-booklet
general-aptitude
profit-loss
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–
0
votes
0
answers
4
MadeEasy Workbook: General Aptitude - Profit Loss
This was one of the formula given in the "profit and loss" chapter of made eady booklet - reasoning and aptitude. How do we derive this formula?
This was one of the formula given in the "profit and loss" chapter of made eady booklet - reasoning and aptitude.How do we derive this formula?
682
views
asked
May 10, 2018
Quantitative Aptitude
general-aptitude
quantitative-aptitude
profit-loss
made-easy-booklet
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–
2
votes
3
answers
5
Made Easy - Reasoning and Aptitude, GATE 2018 ESE 2018
What is the remainder of 5100/7? Answer is given as 2. What is the proper method to get it?
What is the remainder of 5100/7?Answer is given as 2. What is the proper method to get it?
850
views
asked
Apr 29, 2018
Quantitative Aptitude
made-easy-booklet
general-aptitude
see-later
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0
votes
1
answer
6
MadeEasy Workbook: General Aptitude - Number Series
Let $T$ be the set of integers $\{3,11,19,27, ..... , 451, 459, 467\}$ and $S$ be a subset of $T$ such that the sum of no two elements of $S$ is $470$. The maximum possible number of elements in $S$ is ? $31$ $28$ $29$ $30$ Answer is given as c. 29. But as per my calculations the answer has to be d.30. Let me know if my answer is correct.
Let $T$ be the set of integers $\{3,11,19,27, ..... , 451, 459, 467\}$ and $S$ be a subset of $T$ such that the sum of no two elements of $S$ is $470$. The maximum possib...
1.9k
views
asked
Apr 29, 2018
Quantitative Aptitude
general-aptitude
quantitative-aptitude
number-series
made-easy-booklet
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