Question

the product of two consecutive odd number is 483 find the number

Answer 1

Hiii Ajat ,
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Let first no. be x,
then another one will be x+2.
so,
x(x+2) = 483 .
$x^{2} +2x = 483$
$x^{2} +2x-483 = 0$
$x^{2} +23x-21x -483$
$x(x+23) -21(x+23)$
$(x-21)(x+23)$
x= 21 and x+2 = 23 ans.

ANS is 21 and 23 .
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ANKIT

Answer 2

☆hey friend!!! ☆

here is your answer ☞
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1st number = x

2nd number= x+2

so:

=> x(x+2) = 483

=> x² + 2x -483= 0

making the factors of equation we get

=> x² + 23x - 21x -483= 0

=> (x-21) (x + 23)= 0

x= 21

x= -23

so

1st no= 21

2nd no = 23_____answer


I think my answer is capable to clear your confusion