How do you find #w(-7)# given #w(t)=-2t+1#?

1 Answer
Mar 15, 2018

#w(t) = -2t + 1#

#w(-7) = -2(-7) + 1#

# = 14 +1#

# = 15#

Explanation:

When you have an equation, such as the above, #w(t)# is saying that #w# is a function of #t#, real numbers.

So, when asked to find #w(-7)#, the question is asking,
At #t = -7#, what is the value of the function #w#? Therefore, if you substitute the value #-7# for each t into the equation, then
#w = 15#.