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The area of a rectangular plot is increased by
30% and its width remain as it was before. What
will be the ratio between

By Harper

The area of a rectangular plot is increased by
30% and its width remain as it was before. What
will be the ratio between the area of new
rectangle and the original rectangle?
1. 13:10
2: 10:13
3. 7:3
4. 3:7​

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Harper

In the given figure , triangle PQR is a right angled triangle in which angle Q =90° .If QS=SR , show that PR²= 4PS² – PQ². ​

What are some possible actions and their consequences in bubble kid?​

2 thoughts on “The area of a rectangular plot is increased by<br />30% and its width remain as it was before. What<br />will be the ratio between”

  1. Answer:

    Hii,

    Step-by-step explanation:

    [tex]\huge{\mathcal\red{Answer:-}}[/tex]

    [tex] \\ [/tex]

    [tex]\huge\boxed{\mathcal\purple{13:10}}[/tex]

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    Hope it will help you...

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    [tex]\huge{\mathcal\pink{XxLovingBoyxX}}[/tex]

    Reply

  2. The area of a rectangular plot is increased by

    30% and its width remain as it was before. What

    will be the ratio between the area of new

    rectangle and the original rectangle?

    1. 13:10

    2: 10:13

    3. 7:3

    4. 3:7

    Answer

    13:10

    Reply

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