The product of two consecutive odd integers is 783?

Answer 1

Oh, isn't that just a happy little math problem? Let's think about it together. If we have two consecutive odd integers, we can call them n and n+2. When we multiply them together, we get n(n+2) = 783. By solving this equation gently, we find that the two numbers are 27 and 29.

Answer 2

Oh, dude, that's like a blast from the past! So, we know the product of two consecutive odd integers is 783. Let's break it down: the square root of 783 is around 28, so the two odd integers are 27 and 29. Trust me, I did the math... kind of.

Answer 3

Well, well, well, looks like we've got a math problem on our hands! Let's break it down like we're breaking into a jar of cookies. The two consecutive odd integers that multiply to 783 are 27 and 29. Trust me, I've been around the block a few times, I know my odd numbers.

Answer 4

391x2