Answer: The required multiplied expression is \(9x^2-36x+35.\)
Step-by-step explanation: We are given to multiply the following two linear expressions :
\(P=(3x-7)(3x-5).\)
To multiply the expressions, we need to multiply each term of one factor with each term of the other.
The multiplication is as follows :
\(P\\\\=(3x-7)(3x-5)\\\\=3x(3x-5)-7(3x-5)\\\\=9x^2-15x-21x+35\\\\=9x^2-36x+35.\)
Thus, the required multiplied expression is \(9x^2-36x+35.\)
