java - Implement Bubble Shooter arrow rotation using LibGDX?

I'm trying to implement an arrow at the bottom of the screen on an Android device. This arrow is placed in the center of the screen and is supposed to rotate by a given angle. The problem is that when using the SpriteBatch's draw function for a TextureRegion it rotates the whole image, so the y coordinate also moves up a bit.

I want the arrow to always be in the center of the screen with the x, y coordinates and not move up the y coordinate. I want the y coordinate to stick to the bottom of the screen, but I still need to rotate the arrow. So I don't know if this is possible in my approach to do this.

If you have an approach in LibGDX that is very different from mine. I still want to see it because I don't care how I get this to work, I just want to get it to work somehow.

This far I've found this Rotation - libGDX that helped me get the rotation a little better, but I need an arrow like in the game called Bubble Shooter. Image of Bubble Shooter Arrow

The arrow should be the radius inside of an invisible circle, I guess, is one way to see it. See images below.

Example:

Answer

You can set the origin when using SpriteBatch#draw function. You'll have to substract half of the width when setting the x coordinate too:

batch.draw(
    yourTexture,                                  // the texture or texture region
    x - yourTextureWidth / 2, y,                  // x and y coordinates taking into account the origin (horizontal origin is the middle yourTextureWidth / 2, vertical origin is the bottom 0)

    yourTextureWidth / 2, 0,                      // the origin (horizontal origin is the middle yourTextureWidth / 2, vertical origin is the bottom 0)
    yourTextureWidth, yourTextureHeight,          // width and height (keep them the same)
    1, 1,                                         // scale (unaffected)
    rotation                                      // rotation in degrees
);

According to your needs, you'll have to set x to be half the screen width and set y to 0.

Note: We have to substract or add the origin offset to the position because the draw method origin parameters only affect rotation and scale. Thus, the origin to position should be added manually by substracting or adding to the x and y coordinates.