The sum of squares of two consecutive natural number is 42. Find the number
DeepJaat:
it is impossible to write 42 as the sum of two squares.
godness anybody plz tell me the correct answer
421 is right at the place of 42 and answer is 14,15
Answers
Answered by
2
Hey there!!!
________
Let the numbers be x and(x+1)
ATQ
x^2+(x+1)^2=42
x^2+x^2+2x+1=42
2x^2+2x-41=0
Now you can solve this using splitting the middle term,completing the square or quadratic formula.
__________
Hope this helps you
Mark as brainliest
________
Let the numbers be x and(x+1)
ATQ
x^2+(x+1)^2=42
x^2+x^2+2x+1=42
2x^2+2x-41=0
Now you can solve this using splitting the middle term,completing the square or quadratic formula.
__________
Hope this helps you
Mark as brainliest
thank u
Answered by
2
let one no.be=x
another no.is=x+1
x^2+(x+1)^2=42
x²+x²+1+2x=42
2x²+2x+1-42=0
2x²+2x-41=0
now we can do middle term spilliting,quadratic formula
another no.is=x+1
x^2+(x+1)^2=42
x²+x²+1+2x=42
2x²+2x+1-42=0
2x²+2x-41=0
now we can do middle term spilliting,quadratic formula
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