Question

Evaluate. Let x = 1.



Enter the answer in lowest terms.

Answer 1

what is the equation?

Answer 2

That is

Answer 3

@AlexandervonHumboldt2

Answer 4

Please help I will give medal to first or best answer

Answer 5

@pooja195

Answer 6

\[\large\rm \frac{4\cdot\color{orangered}{x}\div(5-3)}{2\cdot\color{orangered}{x}\cdot5+9\cdot\color{orangered}{x}}\]So replace all of your x's by 1's,\[\large\rm \frac{4\cdot\color{orangered}{1}\div(5-3)}{2\cdot\color{orangered}{1}\cdot5+9\cdot\color{orangered}{1}}\]And simplify.
We'll need to be careful with our order of operations I suppose.

Answer 7

Ok...

Answer 8

Hmm they made things a little difficult for us since they're using the division symbol AND fraction notation. This is a really strange problem.
Let's just deal with the fraction as a very last step.

So let's simplify our `denominator`.
What do you get?
Multiply before adding.

Answer 9

So you want to do the bottom part first?

Answer 10

ya :)

Answer 11

Ok then

Answer 12

It doesn't really matter which you do first since you're gonna do the same for both anyway. :p

Answer 13

19?

Answer 14

\[\large\rm \frac{4\cdot\color{orangered}{1}\div(5-3)}{19}\]Mmm k great.

Answer 15

2?

Answer 16

Good good good :)

Answer 17

yeah

Answer 18

\[\large\rm \frac{2}{19}\]

Answer 19

:)

Answer 20

So that would be in lowest terms, good job

Answer 21

So that is my answer?

Answer 22

yes

Answer 23

Thank you!!!