De lengte van het verticale lijnstuk [AB],
waarvan de x-as symmetrieas is,
is gelijk aan
|
A.  |
B.  |
C.  |
D.  |
E.  |
[ 3,4-2694 - op net sinds 27.10.13-(E)-25.11.2023 ]
Translation in E N G L I S H
What is the
length of
the segment [AB] ?
|
A. 2a |
B. 2b |
C. b − a |
D.  |
E.  |
Oplossing - Solution
Het andere punt (onder de x-as) heeft de coördinaat (a, − b)
De afstand tussen (a, b) en (a, − b) is dus b + b = 2b