Given h(t) = 2t + 1 and g(t) = 2t + 2 find (g•h) (t)

2 ( t + gt + 1 )

Step-by-step explanation:

h( t ) is just an identifier for a particular process applied to the variable ( t ).

So h( t ) = 2t + 1 and h( s ) = 2s + 1 and h( b ) = 2b + 1

So g( t ) = 2t + 2 and g( s ) = 2s + 2 and g( b ) = 2b + 2

All in all, The question can also be written as:  h( t ) * g( t )

So put it together and you get:

h( t )→ 2t + 1g

( t )→ 2t + 2

multiply 2t + 2 from 2t + 1g and it will equal.

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