Answer:
\(2a^2+2a-11\)
Step-by-step explanation:
Given,
\(C = 2a^2 - 5------(1)\)
\(D=3 - a-------(2)\)
Thus,
\(C-2D = 2a^2 - 5-2(3 - a)\) ( From equation (1) and (2) )
\(=2a^2 - 5 - 6 + 2a\) ( By distribution property )
\(=2a^2+2a-11\) ( Combined constant )
Hence, C - 2D is equal to \(2a^2+2a-11\)