the length and height of a room are 1050 cm 750 cm respectively find the length of the longest tape which van measures the 3 dimensions of the room exactly
Answers
QUESTION :
The length, breadth and height of a room are 1050 cm, 750 cm and 425 cm respectively. Find the length of the longest tape which can measure the three dimensions of the room exactly.
GIVEN :
The length of the room = 1050 cm
The Breadth of the room = 750 cm
The Height of the room = 425 cm
TO FIND :
The length of the longest tape which can measure all the three dimensions of the room exactly = ?
STEP - BY - STEP EXPLANATION :
Here, the information is given that :
=> The length of the room = 1050 cm
=> The Breadth of the room = 750 cm
=> The Height of the room = 425 cm
Now we'll have to find the HCF of 1050 , 750 and 425. so that they'll be able to find the tape which will measure all the three dimensions of the room.
⇒ 1050 = 2 × × 3
⇒ 750 = 2 × 3 ×
⇒ 425 = × 17
HCF (Highest Common Factor ) = 750
Therefore, Now the length of the longest tape which can measure the three dimensions of the room exactly = 750 cm.
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