Beginning Integrals Flashcards

(12 cards)

1
Q

If ∫ab f(x) = x -> ∫ba f(x) =?

A

-x

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2
Q

If ∫4-1 =-2 -> ∫1-4 =?

A

2

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3
Q

∫a a f(x)dx =?

A

0

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4
Q

∫kf(x)dx=?

A

k ∫ f(x)dx

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5
Q

∫1-0 f(x)dx = 3, ∫1-0 7f(x)dx?

A

7*3=21

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6
Q

∫ab (f(x) + g(x))dx =?

A

∫ ab f(x)+∫ ab g(x)

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7
Q

∫ca f(x)dx+∫bc f(x)dx=?

A

∫ba f(x)dx

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8
Q

∫3-2 f(x)dx + ∫6-3 f(x)dx =

A

∫6-2 f(x)dx

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9
Q

if f(x) > or equal to g(x) then ∫ba f(x)dx will be greater than or equal to

A

∫ba g(x)dx

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10
Q

min f * (b-a) is less than or equal to

A

∫ ba f(x) dx is less than or equal to max f *(b-a)

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11
Q

how to use subintervals and RAM

A

Create subintervals
Area 1
Plug in
Multiply
Add

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12
Q
A
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