A situation that could be represented by g x is when proving that 2 given functions are inverses of Each Other.
Chat with our AI personalities
step by step: 15-g=23-2g transpose -2g to other side 15-g+2g=23-2g+2g cancel 2g on the right side, and do operation on the left side 15+g=23 transpose 15 to other side to obtain variable=constant 15-15+g=23-15 cancel 15 on the left side, and do operation on the right side g=8 you already have the value of g Normal way: 15-g=23-2g 2g-g=23-15 g=8 I hope this could help you...
If G + 5 = g - 2 then G = g + 3 and g = G - 3
It could be: 2(x-8.5) = 2x-17
You can write a lot of equivalent expressions; the simplest is:4g meaning you multiply 4 times g.
f(x) and g(x) are just names of generic functions - they could be anything. In any specific case, where they intersect depends on how the functions are defined. In general, to find out where they intersect you can solve for: f(x) = g(x) Replacing the corresponding expressions for each function of course.