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8. Rational Expressions and Functions

Direct & Inverse Variation

8. Rational Expressions and Functions

Direct & Inverse Variation

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Direct Variation

Direct Variation

Direct Variation Example 1

Direct Variation Example 1

Inverse Variation

Inverse Variation

Inverse Variation Example 2

Inverse Variation Example 2

Practice this topic

Multiple Choice
If $y$ varies directly as $x$ , and $y equals 18$ when $x equals 6$ , find $y$ when $x equals 10$ .
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Multiple Choice
The distance $d$ a car travels varies directly as the time $t$ . If the car travels $180 k m$ in $3$ hours, find how far it will travel in $5$ hours.

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Multiple Choice
$p$ varies inversely as $q$ , and $p equals 18$ when $q equals 9$ . If $q equals 12$ , what is the value of $p$ ?
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Multiple Choice
The time $t$ (in hours) required to travel a fixed distance varies inversely as the speed $s$ (in $m i / h r$ ). If it takes $6$ hours to travel a certain distance at $50 m i divided by h of r$ , how long will it take to travel the same distance at $75 m i divided by h of r$ ?
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