Respuesta :
8x(4+z) and 32x+8z, = Not equivalent
9(g+h) and 9g+9h = Equivalent
9(g+h) and 9g+9h = Equivalent
Answer:
8x(4+z) and 32x+8z are not equivalent expressions.
9(g+h) and 9g+9h are equivalent expressions.
Step-by-step explanation:
8x(4+z) and 32x+8z
8x(4+z) , distribute 8x inside the parenthesis
8x times 4= 32x
8x times z= 8xz
8x(4+z) = 32x+8xz
8x(4+z) and 32x+8z are not equivalent expressions.
9(g+h) and 9g+9h
9(g+h), distribute 9 inside the parenthesis
9 times g is 9g and 9 times h is 9h
So 9(g+h)= 9g+ 9h
9(g+h) and 9g+9h are equivalent expressions.
