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(#M40016468) MBA QUESTION time speed and distance, work, alligations & mixtures Keep an EYE

In a 200m race, A gives B a start of 20m. If A beats B by 4sec, Find A's speed.
(Please give the answer and the approach)

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(#M40016471) MBA QUESTION permutations and combinations, probability Keep an EYE

In a room there were 7 persons. the chance that two of them were born on the same day of the week is - Approach plz !

1) 1080/7^5
2) 2160/7^5
3) 540/7^5
4) NOT

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(#M40016470) MBA QUESTION permutations and combinations, probability Keep an EYE

If 10 couples are invited for a party so that either wife alone attends or couple attend the party . How many ways the party can be arranged?

1) 1024
2) 29
3) 19
4) 30

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(#M40016472) MBA QUESTION time speed and distance, work, alligations & mixtures Keep an EYE

There are two people P and Q at the the opposite ends A and B. They both started running toward each other. The speed of P is 50 km/hr. After meeting P and Q take 20 and 45 mins respectively to reach at the end. At what time from starting the will they meet for the 10th time??Plz explain your approach also....Dont know the OA

1) dont know oa....

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(#M40016476) MBA QUESTION number systems, progressions Keep an EYE

A bus has a total of 7 tyres, 6 running tyres and 1 spare.iT HAS RUN A TOTAL OF 42000 miles with each tire running the same number of miles.If replacing one tire by another is called a "change",what is the minimum number of changes required in covering 42,000 miles?

1) 12
2) 7
3) 6
4) 5

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(#M40016475) MBA QUESTION algebra, quadratic equations, inequalities, functions Keep an EYE

a grandfather brought a certain no. of oranges to give them to his 3 grandsons.their grandmother placed the oranges in a big basket.after sometime the first grandson came and divided the oranges into 3 equal parts and found 1 extra.he hide 1 of these parts and the extra orange in a safe place and left.then the second grandson came and did the same that is divided the oranges into 3 equal parts and found 1 extra.he hide 1 of these parts and the extra orange in a safe place and left.then the third grandson came and did the same -divided the oranges into 3 equal parts and found 1 extra.he hide 1 of these parts and the extra orange in a safe place and left.next morning their grandmother took the remaining oranges and divided them into 3 equal parts and found that each part had Z oranges and as in the previous cases there was an extra orange.she kept that extra orange for herself and gave 1 part(that is Z oranges) each to her 3 grandsons.find the minimum possible value of Z ?pl. provide sol.

1) 1
2) 3
3) 7
4) 16

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(#M40016474) MBA QUESTION number systems, progressions Keep an EYE

Find the value of , (28!/31 + 35!/37) - [28!/31 + 35!/37] , where as [x] is greatest integer equal to or less than x

1) 0
2) 401/1137
3) 586/1147
4) 1

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(#M40016477) MBA QUESTION permutations and combinations, probability Keep an EYE

How many 4-digit numbers are there whose decimal notation contains not more than two distinct digits?

1) 672
2) 576
3) 360
4) 448

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(#M40016481) MBA QUESTION algebra, quadratic equations, inequalities, functions Keep an EYE

for what value of a , (x^2-x+a) divides (x^13+x+90)

1) 1
2) 2
3) 3
4) 5

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(#M40016480) MBA QUESTION set theory, logarithms, ratio proportion & variation Keep an EYE

If 5 CHF is equivalent to 18 UAE Dirhams, INR 25 is equivalent to 2 UAE Dirhams, 60 INR is equivalent to 0.8 Kuwait Dinars, 51 Kuwait Dinars is equivalent to 68 Euros, then all the following statements are true except.

1) 17 CHF is equivalent to 10.2 Kuwait Dinars.
2) 90 UAE Dirhams are equivalent to INR 1125
3) 36 Euros are equivalent to 45 CHF
4) 28 UAE Dirhams are equivalent to 126 Euros

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