Question

CAN ANYONE HELP!!!??

Answer 1

\[\frac{ -9 }{ 5 }-\frac{ 7 }{ -9 }\]

Answer 2

i think i got it, is it 1 1/45?

Answer 3

\[1 \frac{ 1 }{ 45 }\]

Answer 4

Here is the answer: \(\sf\LARGE\color{magenta}{\frac{-9}{5}}\) \(\sf\large-\) \(\sf\LARGE\color{magenta}{\frac{7}{-9}}\) \(\sf\large\ =\) \(\sf\LARGE\color{magenta}\frac{-46}{45}}\)

Here is the step by step solution:
Step 1: The Common Denominator of \(\sf\LARGE\color{magenta}{\frac{-9}{5}}\) and \(\sf\LARGE\color{magenta}{\frac{7}{-9}}\) is 45 so we must multiply \(\sf\LARGE\color{magenta}{\frac{-9}{5}}\) by 9 and \(\sf\LARGE\color{magenta}{\frac{7}{-9}}\) by 5

\(\sf\LARGE\color{magenta}{\frac{-9x9}{5x9}}\) \(\sf\large-\) \(\sf\LARGE\color{magenta}{\frac{7x5}{-9x5}}\)

\(\sf\LARGE\color{magenta}{\frac{-81}{45}}\) \(\sf\large-\) \(\sf\LARGE\color{magenta}{\frac{-35}{45}}\)

Step 2: Subtract -81 and -35

\(\sf\LARGE\color{magenta}{\frac{-81 ~- ~-35}{45}}\)

It equals \(\sf\LARGE\color{magenta}{\frac{-46}{45}}\) and that is your final answer

Answer 5

ohh...so mine was wrong -.- idk how it was wrong ><

Answer 6

No no if it was \(\sf\LARGE\color{magenta}{\frac{46}{45}}\) it would be \(\sf\LARGE\color{magenta}{1\frac{1}{45}}\) but it is \(\sf\LARGE\color{magenta}{\frac{-46}{45}}\) not \(\sf\LARGE\color{magenta}{\frac{46}{45}}\)

Answer 7

ohh okay...its always small mistakes like that -.- thank you<3

Answer 8

You are welcome <3