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Can I factor a^2 + 4?
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No, in general sense.
With imaginary numbers: (a - 2i)(a + 2i)
Can we avoid using imaginary numbers?
nope
-.-"
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a^2 + 4 = (a + 2)^2 - 4a Does this help?
I know that :)
There is another formula involving trig, but I don't remember that now.
???
If its a^2 - 4, then, a^2 - 4 = (a + 2)(a - 2). But I assume that you've made no mistake in copying the question?
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nope
OK, so that's wrong......
I think you just can't factor it......
hopeless...
u can do it using imaginary roots
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why are you factoring it ;D
Because that's the question?
I can't factor it.........but maybe someone else can.
No it cannot be factored without the use of imaginary numbers.
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