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![](data:image/svg+xml, %3Csvg xmlns='http://www.w3.org/2000/svg' height='64' class='font-weight-bold' style='font: 600 30.11764705882353px "SegoeUI", Arial' width='64'%3E%3Ccircle fill='hsl(51.2, 92%, 14%)' cx='32' cy='32' r='32' /%3E%3Ctext x='50%25' y='55%25' dominant-baseline='middle' text-anchor='middle' fill='%23FFF' %3EK%3C/text%3E%3C/svg%3E)
What would I put to replace the m12, m21 in each case for each degree of rotation?
I have tried following; 
but I don't think it is correct.
HELP PLEASE.
It seems already resolved: https://learn.microsoft.com/en-us/answers/questions/466680/.
That was a question regarding canvas, not rotation :) which I had to figure out on my own as no one gave proper help so I figured to delete the previous question as I resolved it on my own :)
If you don’t mind, I just need the proper m12 and m21 values for the degrees of rotation and I will accept answer :) as like I did for all my previous questions…
![](data:image/svg+xml, %3Csvg xmlns='http://www.w3.org/2000/svg' height='64' class='font-weight-bold' style='font: 600 30.11764705882353px "SegoeUI", Arial' width='64'%3E%3Ccircle fill='hsl(179.20000000000002, 34%, 27%)' cx='32' cy='32' r='32' /%3E%3Ctext x='50%25' y='55%25' dominant-baseline='middle' text-anchor='middle' fill='%23FFF' %3EXY%3C/text%3E%3C/svg%3E)
Hello,
According to XPS_MATRIX structure Which Describes the left two columns of a 3-by-3 matrix, With 
, I Think The m12=-1, m21 = 1.
You Could Search Rotation matrix For More Details.
And Hope SetWorldTransform function is helpful.
So I would need to do SetWorldTransform even though I am using a XPS_Matrix on a IXPSOMPage using setTransformLocal? Is that correct? Whats the use of XPS_MATRIX if I can do scaling and rotation through a SetWorldTransform using a XFORM, unless I can apply more than one setTransformLocal to the same canvas.
I'm Sorry.
The Document Supports More Transform Details in XFORM And XFORM and XPS_MATRIX have some common ground. That is Why I Attach SetWorldTransform.
Here is a sample Which uses SetWorldTransform to Scale/Translate/Rotate/Shear/Reflect graphics output.
And I Think The XPS_MATRIX m12=-1, m21 = 1 For a 90° clockwise rotation of the Z axes.
The Matrix Representation of Transformations Provides More Details And You can use Matrix And Its Function To Get Transform Data Which is used to construct XPS_MATRIX.