Two diagonals of a rectangle are 3x+2 cm and 2x+3 cm . Find the diagonals
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Given,
The two diagonals of the rectangle are (3x+2) cm and (2x+3) cm
To find :- The measurment of the two diagonals.
As we know that,
The measurment of the two diagonals of a rectangle are alwasys equal.
•°• (3x+2) cm = (2x+3) cm
=> 3x + 2= 2x + 3
=> 3x - 2x = 3-2
=> x = 1
Hence,
The 1st diagonal = (3x + 2) cm
= (3 × 1 + 2) cm
= (3 + 2) cm
= 5 cm
The 2nd diagonal = (2x+3) cm
= (2 × 1 + 3) cm
= (2 + 3) cm
= 5 cm
✝✝.HOPE IT HELPS YOU.✝✝
Given,
The two diagonals of the rectangle are (3x+2) cm and (2x+3) cm
To find :- The measurment of the two diagonals.
As we know that,
The measurment of the two diagonals of a rectangle are alwasys equal.
•°• (3x+2) cm = (2x+3) cm
=> 3x + 2= 2x + 3
=> 3x - 2x = 3-2
=> x = 1
Hence,
The 1st diagonal = (3x + 2) cm
= (3 × 1 + 2) cm
= (3 + 2) cm
= 5 cm
The 2nd diagonal = (2x+3) cm
= (2 × 1 + 3) cm
= (2 + 3) cm
= 5 cm
✝✝.HOPE IT HELPS YOU.✝✝
tejas03112005:
Thank you very much .
wlcm..Its ok.
thank for marking the answer as a brainliest
Your welcome
Great answer! (:
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