(Solved): Find a sequence of elementary and/or projection matrices whose product is the standard matrix A for ...

Find a sequence of elementary and/or projection matrices whose product is the standard matrix $A$ for the linear transformation $T:{\mathbb{R}}^2?{\mathbb{R}}^2$ where $T$ dilates points horizontally by a factor of 1.78 and then shears them vertically by a factor of 0.37 . Fill matrices from left to right. Leave blank those that are unneeded. NOTE: You must supply more than one matrix.