General Word Problems Flashcards

1
Q

more than translates to

A

+

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2
Q

as many translates to

A

x

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3
Q

factor translates to

A

x

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4
Q

years older translates to

A

+

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5
Q

years younger translates to

A

-

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6
Q

What is the process of solving age problems?

A

express the variables in present tense, then express them in past or future, and then use question to form equations using variables and solve them

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7
Q

What you should remember about length problems?

A

small length + long length = total length?

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8
Q

Price per item = ?

A

total cost / number of items

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9
Q

profit formula is?

A

revenue - (fixed + variable expenses)

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10
Q

What are variable expenses?

A

those expenses vary according to the revenue.

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11
Q

Fractional parts rule?

A

fractional parts of a whole number must sum to the whole number

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12
Q

Simple Interest =

A

PTR/ 100

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13
Q

Compound Interest =

A

P(1 + R/N)^NT

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14
Q

What is N in compound interest formula?

A

Number of compounding periods

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15
Q

Linear growth formula?

A

f = kt + i; t = no of time periods k = constant amount

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16
Q

exponential growth formula?

A

f = I (k)^t where x = no of time periods and k = constant factor

17
Q

What must be true about amount of growth?

A

In order to determine the amount of growth, we must know the growth driver

18
Q

How do you express Exponential decay constant factor?

A

1/factor

19
Q

two digit equation

A

10t + u

20
Q

consecutive even or odd integers sequence = ?

A

x, x+2, x+4, ….

21
Q

consecutive multiples of 5

A

x, x+5, x+10, …..

22
Q

How do you solve dry mixture problems?

A
  1. find the components 2. find the units 3. find the qty. Put them in matrix and use them to solve
23
Q

How do you solve wet mixture problems?

A
  1. find the components 2. find the concentration 3. find the qty. put them in matrix and use them to solve
24
Q

as few as translates to

A

> =

25
Q

as many as translates to

A

> =

26
Q

atmost translates to

A

<=

27
Q

at least translates to

A

> =

28
Q

People waiting in line formula

A

m-n+1. m = mth person from beginning, n = nth person from last