Answer:
ANSWER
Let the length be l & breadth be x
l = b+7
diagonals = l 2 +b 2l 2 +b 2 =l+1
substituting the value of l,
(b+7) 2 +b 2 =b+7+1
⇒ b 2 +49+14b+b 2 =b+8
⇒ Squaring both sides:-
2b 2 +14b+49=(b+8) 2
⇒2b 2 +14b+49=b 2 +16b+64
⇒b2 −2b−15=0
⇒(b−5)(b+3)=0
Since b cannot be negative,
∴ b = 5 & l = 12
Hope it will help you ✌✌
aur...sorry.....maine jo bhi kiya..
wo kya hai...mai bahut gusse me thi..isliye aise kar diya maine....
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Answers & Comments
Answer:
ANSWER
Let the length be l & breadth be x
l = b+7
diagonals = l 2 +b 2l 2 +b 2 =l+1
substituting the value of l,
(b+7) 2 +b 2 =b+7+1
⇒ b 2 +49+14b+b 2 =b+8
⇒ Squaring both sides:-
2b 2 +14b+49=(b+8) 2
⇒2b 2 +14b+49=b 2 +16b+64
⇒b2 −2b−15=0
⇒(b−5)(b+3)=0
Since b cannot be negative,
∴ b = 5 & l = 12
Answer:
Hope it will help you ✌✌
aur...sorry.....maine jo bhi kiya..
wo kya hai...mai bahut gusse me thi..isliye aise kar diya maine....