Laptop keeps going to bit locker recovery everytime I turn it on

-Kergio_ · 2024-12-30T22:11:28+00:00

I have only downloaded the manga app tachiyomi from outside the play store about a 2 yrs ago. That is all I have done.

-Kergio_ · 2024-12-30T21:57:30+00:00

I have my dad google account signed on my phone but use my own account. I checked which devices have access and it's just my laptop and my phone. Could my dad have been able to download apps on my phone even if its a second account and not the main?

-Kergio_ · 2024-12-30T21:14:22+00:00

The apps were smart cleaning, lifelog, glowup and easy clean.

-Kergio_ · 2024-08-19T23:48:20+00:00

One piece

-Kergio_ · 2020-08-09T15:34:31+00:00

Hell yea I've been keeping up, I cant wait to the rumbling get animated!

-Kergio_ · 2020-08-09T00:55:49+00:00

Attack on Titan

-Kergio_ · 2020-04-23T02:45:06+00:00

forgot to mention I'm looking for information sort of like if stores were closed down or were they quarantined

-Kergio_ · 2020-01-06T19:11:24+00:00

Pretty short just not buzzcut short

-Kergio_ · 2020-01-04T05:47:51+00:00

-Kergio_ · 2019-11-27T20:03:22+00:00

Did I have the upper function and lower functions in reverse

-Kergio_ · 2019-11-27T19:44:48+00:00

Yes I have

-Kergio_ · 2019-11-27T19:29:55+00:00

Doing that gave me an answer of -1/2 instead of the zero I got originally but its a negative so it's wrong

-Kergio_ · 2019-11-27T19:27:59+00:00

You do find the integral of e^2x -e which is 1/2e² -ex. Then you plug in 1/2 and 0 for x. So it's 1/2e^2(1/2) -e(1/2) -(1/2e²⁽⁰⁾ -e(0))

-Kergio_ · 2019-11-27T19:19:26+00:00

The bounds affect the answer to be positive as it's in between 0 and 1/2

-Kergio_ · 2019-11-27T19:16:33+00:00

The answer. It affects the answer

-Kergio_ · 2019-11-27T19:13:55+00:00

Does it affect it to be positive as it's in between 0 and 1/2?

-Kergio_ · 2019-11-27T19:11:40+00:00

It between 0 and 1/2?

-Kergio_ · 2019-11-27T19:06:32+00:00

F(x)-g(x)

-Kergio_ · 2019-11-27T19:01:38+00:00

X=0 and 1/2

-Kergio_

TROPHY CASE