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Mathematics Algebra Wolfram Language

How to factor by common factoring?

MICHELA Baroni

Posted 2 years ago

T[Q_,x_,y_] := {{Cos[Q], -Sin[Q], x}, {Sin[Q], Cos[Q], y}, {0, 0 ,1}}; T01=T[Q1,0,0]; MatrixForm@T01 T02=T(Q2, xB,0]; MatrixForm@T02 T10=Simplify@Inverse[T01]; MatrixForm@T10 T12=Simplify[T10.T02]; MatrixForm@T12 I have this exercise and in my last output (output[65]) I want collect "THETA1" (in the image and "Q" in the code) in this way: I don't know how to do it. Someone can hep me?

enter image description here

T[Q_,x_,y_] := {{Cos[Q], -Sin[Q], x}, {Sin[Q], Cos[Q], y}, {0, 0 ,1}};
T01=T[Q1,0,0]; MatrixForm@T01

T02=T(Q2, xB,0]; MatrixForm@T02

T10=Simplify@Inverse[T01]; MatrixForm@T10

T12=Simplify[T10.T02]; MatrixForm@T12

I have this exercise and in my last output (output[65]) I want collect "THETA1" (in the image and "Q" in the code) in this way: enter image description here

I don't know how to do it. Someone can hep me?

POSTED BY: MICHELA Baroni

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Hans Milton

Posted 2 years ago

Mapping `Factor` over the expression:

POSTED BY: Hans Milton

EDITORIAL BOARD

EDITORIAL BOARD, WOLFRAM

Posted 2 years ago

Welcome to Wolfram Community! Please make sure you know the rules: https://wolfr.am/READ-1ST The rules explain how to format your code properly. Posting code Images doesn't help other members to copy your code. Please EDIT your post and make sure code blocks start on a new paragraph and look framed and colored like this. int = Integrate[1/(x^3 - 1), x]; Map[Framed, int, Infinity] You can also embed notebook or attach notebook.

POSTED BY: EDITORIAL BOARD

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