How do you evaluate #(3^ { 2} - 6 + 3) \times 8#?

1 Answer
Dec 1, 2017

#48#

Explanation:

This is all one term, but there are different operations to be done,

Take care to do them in the correct order:

#(color(red)(3^2)-6+3)xx8 = (color(red)(9)-6+3)xx8" "larr# powers inside the bracket first

#(color(blue)(9-6+3))xx8=(color(blue)(6))xx8" "larr# answer for the bracket

#6 xx8 =48#