Apply what they have learned
31
Lesson
3
E
Malinalco, State of Mexico.
Luis, a boy who lives in Malinalco, found this
document their city. See it in the Annex,
page 188, or is not a plane?
Luis's cousin is visiting and want to know
the city. Luis helps to organize a tour
the most interesting places of Malinalco.
He considers that Luis calculated a route not
more than a kilometer and a half, because her cousin
You need crutches to walk.
On the plane, write down the corresponding letter
the indication of each place described
and the distance traveled.
Luis lives in the neighborhood of Santa Maria, so
She decided to start by visiting the chapel of Santa
Maria, located on Calle Juarez. Starting
that point began to choose the places to visit.
a)
Exconvento century
XVI
.
distance: 380 m
Directions: Walk down the street
Juarez heading north to cross the street
Galeana and identifying exconvento.
b)
Wall Paintings of City Hall.
distance: 130 m
Directions: Continue north on
Juarez street, cross the street and stop Hidalgo
in the municipal presidency.
c)
Workshop and craft exhibition.
distance: 120 m
Directions: Go outside Hidalgo
to continue westbound and find
the House of Culture.
d) Archaeological Area and the university museum
.
distance: 250 m
Directions: Go outside Hidalgo
west to abut wall. Continue
south, cross the street and continue until Guerrero
Amajac. Continue west to reach the area
archaeological and museum.
•
What was the total distance traveled?
.
•
If your cousin decides to just go Chapel
Santa Maria to the square, what element
plane need to know the distance?
.
•
Calculate the path length and anótenla.
.
Discuss with your colleagues what items
he missed the plane and intégrenlos. Compare your
Initial opinion about whether a plane or not.
Get a map of the delegation or municipality
and plan one or more tours of their colony,
neighborhood or town. During the tour, locate
they find interesting places and localities
cenlos in its plane.
Group Think: What other information is
you can get a plane, in addition to the localization
tion of different attractions?
ir al Examen
