GMAT Quant Chapter 6: General Word Problems Flashcards

1
Q

What two profit equations does the GMAT assume we know?

A

Profit = total revenue - total cost
Profit = Total revenue - (total fixed costs + total variable costs)

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2
Q

How do we solve salary indifference problems?

A

Indifference occurs when the final pay is equal.

Set each option equal to each other and solve

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3
Q

How do we calculate someone’s wage

A

Wage =
total amount paid
/
total hours worked

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4
Q

How do we calculate the equalization of wages?

A

Make the changes to both wages then set the changed wage formulas to each other and solve

What you take from one quantity you give to another.

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5
Q

How do we calculate simple interest?

What must we make sure matches up

A

simple interest = principal x rate x time

The untis for the rate and the units for time, e.g. both are in years

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6
Q

What is the difference between simple and compound interest?

A

Compound interest includes the interest earned in each period whereas simple interest doesn’t

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7
Q

What is the compound interest formula?

A

A =
P (1 + R/n)^nt

P is principal
R is interest rate per year
T is number of years
N is number of compounding periods

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8
Q

What is the linear growth formula?

A

Fn = kn + p

Fn is the final value
k is the growth constant
n is number of growth period
p is original value before growth

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9
Q

What is the exponential growth formula?

A

End Growth =
V(G)^n

V is initial value
G is growth factor
n is number of periods

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10
Q

what must we know to determine the amount of growth?

A

The growth driver

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11
Q

What must we remember about the amount of decay as the decaying goes on for longer?

A

Decay happens the most at the start and gets slower and slower

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12
Q

How do we solve consecutive integer word problems?

A

Write the expressions algebraically.
x, x + 1, x + 2
e.g. multiples x, x + 5, x + 10

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13
Q

How do we solve mixture word problems?

Create a matrix and solve for the unknowns

A

define the 3 following components for each
I. Components
II. Units of components
III. Quantity of each component

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14
Q

How do we solve for we mixtures?

A

The final row of the matrix is always a combination

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15
Q

How should we think about objects in a line problems?

A

If a person is the mth person from the front.

If another person is the nth person from the back.

Total number in line is n + m -1

Make sure you never double count.

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16
Q

How should solve problems when there is a variable price structure?

A

total pay =
lump sum
+
daily rate (total days - days of lump sum)