Math, asked by brajeshjhs, 9 months ago

- Direct Variation
Remember
if two quantities are related in such
* corresponding increase in the other and
direct variation
res are related in such a way that an increase in one quantity
ponding increase in the other and vice versa, then such a variation
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Answers

Answered by Havicspec
2

Step-by-step explanation:

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The  final value is 42

Explanation:

Step 1:

Refer below attached diagram

Using line diagram representing the value of PQ and QR and PR

Step 2:

Given values:

The value of PR=13    

The value of  QR=7

The value of PQ=?

[To find the value of PQ subtract the value of PR to subtract the value of QR]

PQ=PR-QR  

13-7=6

PQ=6

The value of PQ is 6

STEP 3:

To find the value of

=6 x 6+7  

=36+7

=42

Read more on Brainly.in - https://brainly.in/question/11458489#readmoreAnswer:

The  final value is 42

Explanation:

Step 1:

Refer below attached diagram

Using line diagram representing the value of PQ and QR and PR

Step 2:

Given values:

The value of PR=13    

The value of  QR=7

The value of PQ=?

[To find the value of PQ subtract the value of PR to subtract the value of QR]

PQ=PR-QR  

13-7=6

PQ=6

The value of PQ is 6

STEP 3:

To find the value of

=6 x 6+7  

=36+7

=42

Read more on Brainly.in - https://brainly.in/question/11458489#readmoreif Q lies between p and R and p r is equals to 13 cm QR is equal to 7 cm find PQ square + QR

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