The rectangular floor of a room is 12cm long and 5cm wide. What is the length of a
diagonal?
Answers
☁️|||_ANSWER_|||☁️
⇝ The Diagonal Of The Rectangular Floor is 13cm.
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☁️ STEP - BY - STEP EXPLANATION ☁️
☁️ Given:-
- The length of the rectangular floor as 12cm.
- The breadth of the rectangular floor as 5cm.
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☁️ To Find:-
- The length of diagonal of the Rectangular Floor.
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☁️ Solution:-
To Find The diagonal of the rectangular floor:-
Let the diagonal be d. Then,
☁️ Formula Applied:-
⇝ d = √l²+b² units.
⇝ d = √12²+5² cm
⇝ d = √144+25 cm
⇝ d = √169 cm
⇝ d = 13×13 cm
⇝ d = 13 cm
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∴ Hence, The Diagonal Of The Rectangular Floor is 13cm. ✔
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⇝ The Diagonal Of The Rectangular Floor is 13cm.
Step-by-step explanation:
Given:-
The length of the rectangular floor as 12cm.
The breadth of the rectangular floor as 5cm.
To Find:-
The length of diagonal of the Rectangular Floor.
Solution:-
To Find The diagonal of the rectangular floor:-
Let the diagonal be d. Then,
Formula Applied:-
⇝ d = √l²+b² units.
⇝ d = √12²+5² cm
⇝ d = √144+25 cm
⇝ d = √169 cm
⇝ d = 13×13 cm
⇝ d = 13 cm
∴ Hence, The Diagonal Of The Rectangular Floor is 13cm. ✔