Unique Solution for Tx=y in R(T) when T is injective

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Supposse that y \in{R(T)}, T\in{L(V,W)} the equation Tx=y, have unique solution if only and if T is injectiva
 
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What have you tried? Do you know how to prove if and only if statements?
 
yes, first left after right, i want only idea,
 
? "first left after right" means nothing to me. Please answer Mark44's question, "What have you tried?".
 
I maked this
 
If you aren't going to answer questions asked to clarify your post, I see no reason to continue this.
 
Thread 'Derivation of equations of stress tensor transformation'
Hello ! I derived equations of stress tensor 2D transformation. Some details: I have plane ABCD in two cases (see top on the pic) and I know tensor components for case 1 only. Only plane ABCD rotate in two cases (top of the picture) but not coordinate system. Coordinate system rotates only on the bottom of picture. I want to obtain expression that connects tensor for case 1 and tensor for case 2. My attempt: Are these equations correct? Is there more easier expression for stress tensor...
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