Question

The distance between the opposite corners of a rectangular plot is 30m the length of the plot is 24m calculate the breadth of the plot

Answer 1

Step-by-step explanation:

this your breadth of plot

Answer 2

Answer:

the Breadth of the rectangular plot = 18 m

Step-by-step explanation:

Given  :

• The distance between opposite corners = 30 m
• Length of the plot = 24 m

To Find :

The Breadth of the Plot

Solution :

Since the length of the plot is given = 24 m

And the distance between two corner acting as a diagonal of the rectangle = 30 m

So the breadth of the plot = $\sqrt{\text{(Distance between two opposite corners)}^2-\text{(Length)}^2}$

$= \sqrt{30^2-24^2} \ \ m$

$=\sqrt{900-576}$  m

= $\sqrt{324}$  m

$= 18$ m

Hence we have calculated that the Breadth of the rectangular plot = 18 m

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