2 percent - 5 rates Flashcards

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1
Q

define

compound interest is

A

the interest on savings calculated on both the initial principal and the accumulated interest from previous periods.

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2
Q

key formula

compound interest equation

A

A = P(1+r)^t

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3
Q

define

simple interest is

A

It is calculated using the principal only and does not include compounding interest.

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4
Q

key formula

simple interest equation

A

A = P(1+rt)

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5
Q

key formula

percent change equation

A

(new value - old value / old value)*100

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6
Q

define

exponential growth is

A

the amount at each stage is multiplied by a number greater than 1

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7
Q

confusing concept

how do you graph exponential growth?

A

the graph creeps up slowly at first but then shoots up faster and faster over time

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8
Q

confusing concept

how do you graph exponential decay?

A

the graph shoots down at first but then slows down over time

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9
Q

confusing concept

exponential growth/decay equation

A

y = ax^t

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10
Q

define

what is x in the equation in exponential growth and decay?

A

x is the rate; x is greater than 1 in exponential growth and less than 1 in decay

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11
Q

technique

linear growth can be modeled by a

A

line with a positive slope

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12
Q

technique

if there is a slope, it means

A

that the growth/decay is constant; it goes up/down by the same amount each time

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13
Q

define

exponential decay and linear decay are examples of

A

negative association

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14
Q

example

when data points are close to forming a smooth downward line or graph, they indicates that

A

there is a strong negative association

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15
Q

define

a positive association happens when

A

one thing increases and the other thing also increases

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16
Q

technique

Main focus of Proportion questions is to

A

get a number in front of the old formula
ex. A new = π (1.25r)^2 = (1.25)^2 (πr^2) = 1.5625 (πr^2)
= 1.5625 A old

17
Q

technique

in rate questions, use ____ factors to setup the solution

CH. 5

A

conversion factors

18
Q

confusing concept

what is y in y = ax^t

A

y is the final amount after t time intervals

19
Q

confusing concept

what is a in y = ax^t

A

a is the initial amount