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Answered by
1
Answer:
your answer is in image ❤❤ hope it helps you
Explanation:
Let the two consecutive positive odd integers be x and (x + 2).
According to the given condition,
x(x+2)=483⇒x2+2x−483=0⇒x2+23x−21x−483=0⇒x(x+23)−21(x+23)=0
⇒(x+23)(x−21)=0⇒x+23=0 or x−21=0⇒x=−23 or x=21
∴ x = 21 (x is a positive odd integer)
When x = 21,
x + 2 = 21 + 2 = 23
Hence, the required integers are 21 and 23.
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Answer:
Answer referred in attachment
Explanation:
Mark me as brainliest.
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