we need to find the two constitutive natural number , the sum of whose square is 181
Answers
Answered by
2
Answer: 13.45 is the square root of 181.
6.45 + 7 = 13.45
Answered by
0
Answer:
9& 10 is your answer.
Step-by-step explanation:
Let the two consecutive natural no. be X, X+1
Accod. To. Q
=> (X)^2+(X+1)^2= 181
=> X^2+ X^2 +2X+1 = 181 (using (a+b)^2 )
=> 2x^2+2x=180
=> 2x^2 +2x-180
=> Dividing whole equation by 2 we have
=> X^2+X-90
=> on splitting the middle term,
=> (X^2+10X)(-9X-90)
=> X (X+10)-9(X+10)
=> (X-9) (X+10)
=> X=9,-10 ( Evaluate them with zero)
=> A natural no. will never be negative
=> X= 9 & X+1 = 9+1 = 10
The Answer is 9 and 10.
Hope It helps You... :)
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