If #f(x) = 3x^2-x#, what is #f(-5)#?

2 Answers
Jul 4, 2018

#80#

Explanation:

#f(-5)# means that #x=-5#. With this in mind, we can plug this into #f(x)#. We will get

#f(-5)=3(-5)^2-(-5)#

This simplifies to

#3(25)+5=80#

Hope this helps!

Jul 4, 2018

#80#

Explanation:

#"substitute " x = -5 " into "f(x)#

#f(color(red)(-5))=3(color(red)(-5))^2-(color(red)(-5))#

#color(white)(xxxx)=(3xx25)+5#

#color(white)(xxxx)=75+5=80#