nycmathguy Joined Jun 27, 2021 Messages 5,386 Reaction score 422 Sep 29, 2021 #1 Can you set this up for me to do?
MathLover1 Joined Jun 27, 2021 Messages 2,989 Reaction score 2,884 Oct 1, 2021 #2 the diagonals intersect at a midpoint , name it M, use midpoint formula and show that is the midpoint of each diagonal has same coordinates
the diagonals intersect at a midpoint , name it M, use midpoint formula and show that is the midpoint of each diagonal has same coordinates
nycmathguy Joined Jun 27, 2021 Messages 5,386 Reaction score 422 Oct 1, 2021 #3 MathLover1 said: the diagonals intersect at a midpoint , name it M, use midpoint formula and show that is the midpoint of each diagonal has same coordinates Click to expand... Let M_1 = first midpoint. Let M_2 = second midpoint I need to show that M_1 = M_2. M_1 = [(a + b)/2, (c + 0)/2)] M_1 = [(a+b)/2, c/2)] M_2 = [(a + b + 0)/2, (c + 0)/2] M_2 = [(a + b)/2, c/2)] So, M_1 = M_2.
MathLover1 said: the diagonals intersect at a midpoint , name it M, use midpoint formula and show that is the midpoint of each diagonal has same coordinates Click to expand... Let M_1 = first midpoint. Let M_2 = second midpoint I need to show that M_1 = M_2. M_1 = [(a + b)/2, (c + 0)/2)] M_1 = [(a+b)/2, c/2)] M_2 = [(a + b + 0)/2, (c + 0)/2] M_2 = [(a + b)/2, c/2)] So, M_1 = M_2.
nycmathguy Joined Jun 27, 2021 Messages 5,386 Reaction score 422 Oct 1, 2021 #5 MathLover1 said: perfect Click to expand... I will begin to post Calculus 1 questions on limits this weekend, Lord willing. Look for calculus questions in the Calculus Forum.
MathLover1 said: perfect Click to expand... I will begin to post Calculus 1 questions on limits this weekend, Lord willing. Look for calculus questions in the Calculus Forum.