Is anyone here good at Math?
12th
Let's try x2 - 25 first. x2 - 25 = x2 - 52 = (x - 5)(x + 5) I know this because if you multiply (x - 5) by (x + 5) and simplify you get x2 - 25. This means that for any number x, x2 - 25 = (x - 5)(x + 5). For example if x = 12 then 122 - 52 = 144 - 25 = 119 = (12 - 5)(12 + 5) = 7 × 17. Now what about x2 + 25? If x = 2 for example then x2 + 25 = 4 + 25 = 29 which is a prime number. Thus the only factors of 29 are 29 and 1 and hence the only factorization of 29 is 29 × 1. Similarly if x = 4 then x2 + 25 = 41 which is again prime. Hence the only factorization of x2 + 25 which is valid for every number x is x2 + 25 = (x2 + 25) × 1
@Shadow am i on track or ^^
Which part is the exponents?
ima wait till shadow come view this to verify that im on track okay 1sec
Okie dokie
@Shadow they need ya help
Thanks @KittyGirl
once he verify what i already put and says im on track ill continue
np
Okie dokie
I want to say you're right, and I think you are
ik but i wanna make sure and he will be here he is on another question rn
Very well :D
wait u already answered it ?
I have it in, but I didn't submit it yet
@Shadow ??!
XD
@Vocaloid
@Vocaloid i need u to verify that my explanation is correct ?
Since it's a complex number. I think you should include 'i'. \[x^2+25 = x^2-25i^2 = (x-5i)(x+5i)\]
im not gonna trust that ill wait...
"I don't know what to believe anymore!!" XD
tag shadow !
@Shadow
i dont think he/she is correct
And he's gone
@SmokeyBrown Am i correct n the explanation i gave ?^^^^
So what Cupcake said is correct, but that wouldn't be the answer to the question. We are being asked to factor using complex numbers. In other words, combinations of "real numbers" and "imaginary numbers", i. I think mhchen has the right idea. Keep in mind that i^2 = -1, and it should make sense.
So what does her answer lead to? As in the answer?
Oh, the answer would be (x+5i) * (x-5i) When you multiply those complex numbers together, you'd get x^2 + 25 as the result.
Thanks bro
No prob bro
ahh i knew it lol i just needed to know was i on track
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