Question

the product of two consecutive position odd numbers is 143 .​

Answer 1

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✏ANSWER✍

✒ Let one no. us = x

✒ A+Q => Second no. is = x+2

X × (X+2) = 143

X² + 2x = 143

X² + 2x – 143 = 0.✨(ANS)✨

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Answer 2

Step-by-step explanation:

Given, product of two positive odd numbers is 143.

Let, the first number be x.

So, the next number will be (x+1).

According to question,

$(x)×(x+2)=143$

$x^2+2x=143$

$x^2-143+2x=0$

$x^2+13x-11x-143=0$

$x(x+13) -11(x+13)=0$

$(x-11)(x+13)=0$

x=11, -13

Therefore the two numbers are 11 and (11+2)=13.