Meds change. Help with abilify insights

I was told by my pdocs, that in about a month and half I 'll be put on abilify depot 400.
Were you on it? How was the body adjusting at the beginings?
Could you work? Mood simptoms?

Pls share.

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I’m on Abilify. It’s great for me. I take 5-10mg tablets. I love it it’s a good med for some.

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Im on it for 16 weeks now, it is good for anger but causes some agitation for me. But like the third hour of absorption sorts that

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Are you on depot @Superdry ? I find the 400 dosage kinda high. I am most intrested in the begining of usage.

Thanks @ThePoet. You seem to be in a good shape and I like that. Respect.

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I was on 400mg of abilify every 3 weeks but it never helped me

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No im not, im on 15mg a day. it does make me anxious for like an hour after taking it.

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thanks man! its a real struggle so i appreciate your comment :slight_smile: hope youre doing well

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It is a strugle for a normal man to keep in a good shape. Due to meds it must you have a super mental power to overcome that.

@Crystal-Cotton what did not help you with? And how did you feel at first?

Thanks guys for sharing!

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lol thanks i appreciate it :grin: :grin:

That’s what I’m on. It’s been great. I have no complaints comparatively to risperdal and clozapine

Clozapine sucks. Blured vision and uncontrolable binging.
What dosage are you taking @FreeLunch ?

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I’m on the top dose of Abilify which I think is 400 mg the shot

I hated clozapine

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It didnt help with paranoia

@Crystal-Cotton you mentioned taking a calculus class.

Flash quiz.
What is the derivative of log(5x³) ?

:innocent:

i haven’t started it yet so i dunno sorry :disappointed:

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It’s ok, if you wish I can explain what derivatives are.

Good luck!

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ok sure explain

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Ok. Are you familiar with functions? What about limits?

E.g. f(x) = 2x + 3

Some functions are differentiable, some are not.

A function f is differentiable in a if the limit below exists and is finite:

Limit, when b tends to become a, of [f(b) - f(a)] / (b - a).

If f is differentiable over its domain, then there exists another function, called “derivative of f”, having the same domain, computed in any point by finding the limit mentioned above.

E.g.

f(x) = 2x + 3

Limit, when b approaches a, of [f(b) - f(a)] / (b - a), is:
[(2b+3) - (2a+3)] / (b - a) = [2(b - a)] / (b - a) = 2.

So, we found that the derivative of f(x) is 2, whatever the value of x. In other words, using the notation f’ for the derivative:

f(x) = 2x + 3
f’(x) = 2

Can you now find f’(x), for f(x) = 5x - 7 ?

:face_with_peeking_eye:

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Yes we had functions in school. Limits not so much yet

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Is it 5 or -2

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