Chapter 3 Flashcards

1
Q

If the differential equation is not exact, it is possible to transform non exact differential equation by a JUDICOUS MULTIPLICATION which we call as

A

Integrating Factor

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2
Q

A solution to a certain partial differential equation

A

Integrating Factor

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3
Q

This method depends on the user’s ability to recognize in given what a particular group of term composes

A

Integrating Factor by Inspection

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4
Q

Integrating Factor Formula involving the test of exactness

A

Derivative of the Function M with respect to y is equals to the Derivative of the Function N with respect to x

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5
Q

A generalized case of the linear form, it contains certain expression in terms of independent variable

A

Bernoulli Equation

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6
Q

An equation is linear if its degree is?

A

1

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7
Q

In analytic geometry the _____ represent the geomtrically slope m

A

First derivative

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8
Q

A chemical process where substances decomposes at a rate proportional to its amount

A

Exponential Decay

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9
Q

Substances like bacteria may increase at a rate which varies directly as its number

A

Exponential growth

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10
Q

k is what in exponential growth

A

Constant of proportionality

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11
Q

Prediction of amount of substance in a container with a mixture of substance that flows into and then flows out

A

Mixture flow

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12
Q

States that the rate of change of the temperature of a cooling body is proportional to the difference temp. of the body and constant temp surrounding the body

A

Newton’s law of cooling

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13
Q

A circuit parameter which opposes a change in voltage

A

Capacitance

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14
Q

Circuit parameter which opposes the change in current

A

Resistance (ohms)

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