Which of the following are properties of the convolution integral, for all continuous functions f, g, and h? Select all that apply.
A) $ f *\left(g^{*} h\right)=(f * g)^{*} h $
B) $ f^{*} f \geq 0 $
C) $ f^{*} 1=f $
D) $ f * g=g^{*} f $
E) $ f *(g+h)=f * g+f * h $

Question

Quizplus · Accepted Answer

The Answer of Which of the following are properties of the convolution integral, for all continuous functions f, g, and h? Select all that apply.
A) $ f *\left(g^{*} h\right)=(f * g)^{*} h $
B) $ f^{*} f \geq 0 $
C) $ f^{*} 1=f $
D) $ f * g=g^{*} f $
E) $ f *(g+h)=f * g+f * h $

Which of the Following Are Properties of the Convolution Integral f∗(g∗h)=(f∗g)∗h f *\left(g^{*} h\right)=(f * g)^{*} h f∗(g∗h)=(f∗g)∗h

Which of the Following Are Properties of the Convolution Integral $f \left(g^{} h\right)=(f * g)^{*} h$