If the value of two quantities are related in such a way that a change in one result is a corresponding change in the other, then two quantities are said to be in

Direct variation

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Inverse variation

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Variation

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None

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Solution

The correct option is A Direct variation
Given,
If the value of two quantities are related in such a way that a change in one result is a corresponding to the change in the other, then they are said to be in direct variation.

$Example :- y = k x . \in K is a constant$
$y varies directly with x .$

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Question 24

Two quantities are said to vary___with each other, if an increase in one causes a decrease in the other in such a manner that the product of their corresponding values remains constant.

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If the value of two quantities are related in such a way that a change in one result is a corresponding change in the other, then two quantities are said to be in

The correct option is A Direct variationGiven,If the value of two quantities are related in such a way that a change in one result is a corresponding to the change in the other, then they are said to be in direct variation. Example :- y=kx . ∈K is a constant y varies directly with x .

The correct option is A Direct variation
Given,
If the value of two quantities are related in such a way that a change in one result is a corresponding to the change in the other, then they are said to be in direct variation.

$Example :- y = k x . \in K is a constant$
$y varies directly with x .$