## anonymous one year ago hey what's m<EFG=4n+23 and m<GFH=3n+38 ?

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1. Nnesha

okay.

2. Nnesha

m<EFG=4n+23 and m<GFH= 3n +38

3. Nnesha

please post the diagram/pic or anything so we will be able tohelp :=)

4. anonymous

There was no diagram it just says "<EFG and <GFH are a linear pair, m<EFG=4n+23, and m<GFH=3n+38. What are m<EFG and m<GFH?"

5. Nnesha

linear pair are Supplementary angles that add up to 180 degree |dw:1440901506375:dw| in this pic angle a and angle b are linear pair that add up to 180

6. Nnesha

$$\color{blue}{\text{Originally Posted by}}$$ @115562 There was no diagram it just says "<EFG and <GFH are a linear pair, m<EFG=4n+23, and m<GFH=3n+38. What are m<EFG and m<GFH?" $$\color{blue}{\text{End of Quote}}$$ you didn't mentioned this <EFG and <GFH are a linear pair, that is de important information

7. Nnesha

|dw:1440901636595:dw| set both angle equal to 180 then solve for n $\huge\rm (3n+8)+(4n+23)=180$ solve for n first and then substitute n for its value into the (3n+8) to find m<GFH and substitute n for its value into the (4n+23) to find m<EFG