er-example (if false).
(a) If |f | is integrable on [a, b], then f is also integrable on [a, b].
(b) If f = F ′ for some function F on [a, b], then f is continuous on [a, b].
(c) If g is continuous on [a,b], then g = G′ for some G on [a,b].
(d) If G(x) = ???? x g is differentiable at p ∈ (a, b), then g is continuous at p.
"Let A, B, C, D be points in this order on the line g and let P be a point in the plane that is not on g."
Show, if the inequality |AP|+|DP|>|BP|+|CP| holds for all points P that do not lie on g, that |AB|=|CD|"
I appreciate all ideas or solutions :)
TING THE BEST ANSWER TO EACH QUESTION ON THE APPROPRIATE
LINE ON THE ANSWER SHEET. FOR OTHER QUESTIONS, CLEARLY WRITE THE ANSWER, INCLUDING
NECESSARY, ON THE ANSWER SHEET. SHOW ALL WORK ON A SEPARATE SHEET OF
HAND IN ASSIGNMENT, ANSWER SHEET, AND SCRAP WORK.
1. How many valence electrons are expected for an element that is in group 15/5A of the perio