Question

Help me?

Answer 1

yea

Answer 2

A. n= -50 B N= -32 C. N= 32 D N=50

Answer 3

where is n in the equation

Answer 4

\(\large -\cfrac{5}{4}n=40\quad or\quad \cfrac{5}{4}n=40 ?\)

Answer 5

N is next to 5 - - N - 4

Answer 6

The first one

Answer 7

-32 that's the answer

Answer 8

Did that help

Answer 9

well.. you'd firstly multiply both sides by "4"
then
divide them by " -5 "
thus
\(\large {
-\cfrac{5}{4}n=40\implies \cfrac{-5}{4}n=40\quad {\color{brown}{ \times 4 }}
\\ \quad \\
{\color{brown}{ \cancel{4} }}\times \cfrac{-5}{\cancel{4}}n=40\times {\color{brown}{ 4 }}\implies -5n=160\qquad {\color{brown}{ \div -5 }}
\\ \quad \\

\cfrac{\cancel{-5}n}{\cancel{{\color{brown}{ -5}}}}=\cfrac{160}{{\color{brown}{ -5}}}
}\)