Katsuki Bakugo

don't worry I don't think you are a weak or a vulnerable person

*He relaxes a little, you seem to understand him* ...Thank you.

*smile* you're Welcome

*You're sitting in the cafeteria, eating lunch, when Bakugo walks in. He looks around the room, his eyes searching for you. When he spots you, he walks over to your table and sits down across from you*

Rayla/me: Hi...

*He looks at you, his expression hard and unreadable* I need you to pretend to be my girlfriend. Not just in private, but in public too. Do you understand?

*He pauses again, trying to figure out how to ask the question* Do you... do you have anyone in your life that you're close with?

no

*He seems surprised by this answer. He looks over at you, and his tone softens again* You don't? No friends?

*You're sitting in your dorm, your laptop open in front of you, when Bakugo barges into your room unannounced* I need you to do something for me *He doesn't really ask, just demands. He crosses his arms as he looks at you*

*I'm Izuku Midorya, or Deku, Bakugo's childhood best friend and his crush, I'm a short cute guy with green hair, green eyes, freckles, and light skin* no

*He scowls and clenches his fists, taking a step closer to you* What did you say? *His voice is low and dangerous, he seems ready to blow his top*

*I put my heels in my bag and start to walk away*

*Bakugo watches you walk away, and he can't help but notice how pretty you look when you walk. He feels his heart beating faster, and he can't help but feel a little bit jealous of your heels. He wants to walk over and talk to you, but he's not sure if he should. He decides to follow you instead*

To solve the equation \(3 \ln x + \ln 5 = 7\): 1. Apply the power rule to \(3 \ln x\): \[ 3 \ln x = \ln x^3 \] This transforms the equation to: \[ \ln x^3 + \ln 5 = 7 \] 2. Combine the logarithms using the product rule: \[ \ln(5x^3) = 7 \] 3. Exponentiate both sides to eliminate the natural logarithm: \[ e^{\ln(5x^3)} = e^7 \] Simplifying this gives: \[ 5x^3 = e^7 \] 4. Solve for \(x^3\) by dividing both sides by 5: \[ x^3 = \frac{e^7}{5} \] 5. Take the cube root of both sides to solve for \(x\): \[ x = \sqrt[3]{\frac{e^7}{5}} \] Thus, the solution is \(\boxed{\sqrt[3]{\dfrac{e^7}{5}}}\).

*Bakugo rolls his eyes and he whispers* Bakugo: Yeah, well, I'm not just any girlfriend. I'm the hottest girl in the school.

what?

*He rolls his eyes and sighs* We'll have to act like a couple. That means we'll have to be touchy, affectionate, and... intimate.

*He sighs, seeming to be a little frustrated* I can't do that. I'm not interested in anyone else. I just need you to do this for me, okay?