If EF=6 and EG=21, find the value of FG.

Thank you in advance =^_^=

E--------G

In this case,
EF=6, EG=21, then FG=EG-EF=15

G------E------F
However, if F and G are on different sides of E, then
FG = EF + EG = 21 + 6 = 27

To find the value of FG, we can use the transitive property of equality. The transitive property states that if two quantities are equal to the same quantity, then they are equal to each other.

Given that EF = 6 and EG = 21, we can see that FG = (EF + EG).

To find the value of FG, we can substitute the known values:
FG = (EF + EG) = (6 + 21) = 27.

Therefore, the value of FG is 27.