gmat quant Flashcards

1
Q

The product 3 consecutive Integers (n-1)n(n+1) can be devided by what number ?

A

6

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2
Q

HCF(a,b)*LCM(a,b)=?

A

a*b

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3
Q

The number of subsets of a set with n elements is given by ?

A

2^n

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4
Q

The number of trailing zeros of n! can be determined by ?

A

n/5 + n/5^2 + n/5^3 … + n/5^k, avec k 5^k+1 >n

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5
Q

A number is divisible by 2 if ?

A

The last digit is even or 0

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6
Q

A number is divisible by 3 if ?

A

If the sum of the digits is divisible by 3

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7
Q

A number is divisible by 4 if ?

A

If the last 2 digits are divisible by 4

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8
Q

A number is divisible by 5 if ?

A

The last digit is 5 or 0

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9
Q

Sum of squares of first n even numbers ?

A

[2n(n + 1)(2n + 1)] / 3

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10
Q

Sum of squares of first n odd numbers ?

A

[n(2n+1)(2n-1)] / 3

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11
Q

The sum of first n even integers is given by ?

A

x = n(n+1)

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12
Q

The sum of first n odd integers is given by ?

A

y =n^2

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13
Q

If a and b to consecutive number , a-b =?

A

1

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14
Q

Odd+Even= ?

A

odd

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15
Q

Even+even= ?

A

even

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16
Q

odd+odd=?

A

even

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17
Q

odd*even =?

A

even

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18
Q

odd*odd=?

A

odd

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19
Q

even*even= ?

A

even

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20
Q

Consecutive even numbers cannot share any factor other than ?

A

2

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21
Q

sum of n consecutive is =?

A

n*(n+1)/2

22
Q

Only what ? squares have an odd number of factors.

A

perfect

23
Q

Perfect square can have following as units digits ? and max how many zeros ?

A

1,4,9,6,5 and max one 0

24
Q

Every prime number greater than 3 can be expressed as either ?

A

6k + 1 or 6k - 1

25
Q

The total number of factors of N expressed in its prime factorization N= a^x1 * b^x2 * … *c^xk

A

(x1+1)(x2+1)… * (xk+1)

26
Q

Cyclicity of 2^n

A

2,4,6,8

27
Q

Cyclicité de 3^n

A

3,9,7,1

28
Q

Cyclicité de 4^n

A

4,6,4,6

29
Q

Cyclicité de 5^n

A

5,5,5,5

30
Q

Cyclicité de 6^n

A

6,6,6,6

31
Q

Cyclicité de 7^n

A

7,9,3,1

32
Q

Cyclicité de 8^n

A

8,4,2,6

33
Q

Cyclicité de 9^n

A

9,1,9,1

34
Q

Terminating decimals in a fraction are when the denominators is the product of something else than

A

2,5,10

35
Q

|x+y| <= ?

A

|x|+|y|

36
Q
A
37
Q

a^m*a^n

A

a^m+n

38
Q

a^m/a^n

A

a^m/a^n

39
Q

All factorials greater that 5! will finish with a ?

A

0 because you will have 2*5.

40
Q

rate =

A

work/time

41
Q

Average speed= ?

A

total distance / total time

42
Q

profit = ?

A

(cell price-cost price)/cost price

43
Q

Combinations(when the order doesnt matter):

A

n!/(n-k)!k!

44
Q

digonal of as square is ?

A

rac(2)*x

45
Q

a line is directly proportional, y=?

A

y=k*x

46
Q

inversely proportional ,y=?

A

k*(1/x)

47
Q

x intercepts =>

A

y=0

48
Q

y intercepts =>

A

x=0

49
Q

volume d’un cylindre ?

A

π x rayon² x hauteur

50
Q

distance entre deux points : dist(A,B)= ?

A

√(x2−x1)^2+(y2−y1)^2

51
Q

formula of the midpoint is :

A

((xa+xb)/2; (ya+yb)/2))

52
Q

(x+e)(x+f)=?

A

x^2 +(e+f)x+ef