Question

Please help Me simplify Someone!! Need to make sure I am correct!!

Answer 1

\[\frac{ x+6 }{ x+4 }+\frac{ x-3 }{ 3 }\]

Answer 2

\[\frac{ x+6 }{ x+4 }+\frac{ x-3 }{ 3 }\]

Answer 3

Step 1: Identify the LCD (lowest common denominator).
Step 2: manipulate both fractions so that their denominators become the same: the LCD.
Step 3: add your two revised fractions together and simplify the results.

Answer 4

how do I find the LCD if its x+4 and 3

Answer 5

If you had the following:\[\frac{ 1 }{ 4 }+\frac{ 1 }{ 3 }\]

Answer 6

how would you find the LCD?

Answer 7

1/7?

Answer 8

so its x+7

Answer 9

so its x+3/x+7?

Answer 10

Finding the LCD involves multiplication, whereas you appear to have added 3 and 4 together to get 7. No. Try again. What do you remember about the concept, "LCD?"

Answer 11

so its 3x+12

Answer 12

or is it 3(x+4)

Answer 13

Yes, or you could just state that the LCD is 3(x+4). I prefer 3(x+4).

You're not done yet, however. Now that you have the correct LCD, how are you going to use it to combine the 2 fractions given you?

Pls go back to my example and figure out how to combine (1/3) and (1/4).

Answer 14

so the numerator is x^2+3x-18

Answer 15

Mind answering my question: What is the sum of (1/4) and (1/3)?
Next, please show how you got your x^2+3x-18.

Answer 16

1/7

Answer 17

i have no idea how i got the numerator there are only two answers with the denominator we got the other numerator is x^2+4x+6

Answer 18

so i got x^2+3x-18

Answer 19

Finding the LCD involves multiplication, whereas you appear to have added 3 and 4 together to get 7. No. Try again. What do you remember about the concept, "LCD?"

I'm willing to work with you if you want to learn how to find and use the LCD, but not if you only want a "right" or "wrong" response from me.