First Americans
Vocabulary
Regions
Tribes of TX
Physical Features
100

Where did these people migrate to? 

What is North, Central and South Americas? 

100

I am built of adobe or stone, typically many-storied and terraced, the structures were often placed against cliff walls, with entry through the roof by ladder.

What is a Pueblo 

100

I have lots of Highs and Lows do to the landforms, not a lot of rain, hot days & cold nights, I have a river that separates me from another country and another that separates me from another region 

What is the Mountains and Basins

100

We are Hunters-Gatherers, Nomads, live in Tipis, and hold dances to thank the gods for what is provided to us

Who are the Apache/Comanche

100

I am separated by Texas by the Rio Grande?

What is Mexico? 

200

Around 20,000 years ago the Earth warmed up and melted the glaciers. Isolating these inhabitants s from the rest of the world.

What are the First Americans

200

These are a group of people or a tribe that has no permanent abode but moves about from place to place following the food 

Nomads

200

I house an area called the Urban Triangle, which holds 2/3 of the entire population in Texas between these 4 cities

What is the Coastal Plains 

200

I live in Beehive shaped homes made through thatching and we store enough corn in case of drought or fire

Who are the Caddo's 
200

I flow from high-elevations to low elevations, most of us end up in the Gulf of Mexico

What are Texas Rivers

300

The era where the earth froze over trapping the Nomadic Asians?

What is the Ice Age

300

A period of time marked by distinctive character, events, etc

Era

300

The gulf, and a large river borders two of my sides, I am home to cities & monuments that are named after important men in Texas History. NASA, Dell, The Alamo, King Ranch and of course the Oil and Gas industry supply jobs and amusement for locals and visitors. I am the largest region   

What is the Coastal Plains 

300

We have two types of homes, one when we are hunting and the other can not be moved. We live in the smallest region and sometimes travel to meet with the Caddos for trade

Who are the Jumanos 

300

I am the 2nd largest canyon in the United States and am located in the Texas Panhandle

What is Palo Dura Canyon 

400

This bridge was created as a result of so much water being trapped in ice, world sea levels dropped turning ocean floor to dry land.

What is the Bering Land Bridge? 

400

A sun-dried brick made of clay and straw, in common use in countries having little rainfall

Adobe

400

I am known for supporting the Red Raiders, Georgia O'Keefe painted my Canyon,  I am home to both of Texas' Aquifers...Wind Farms, Cattle Ranching, and Oil & Gas are ways we can make money off of the land. 

What are the Great Plains

400

We wear little to no clothing, are judged because we use cannibalism for ceremonial purposes, make large canoes that can carry our entire family and belongings as we travel up and down the gulf. Alligators are beneficial not only to eat but their fat repels mosquitos.  

Who are the Karankawas

400

I am separated from Texas by the Sabine River

What is Louisianna 

500

The people who took this path to the Americas <img data-fr-image-pasted="true" 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

What are the 1st Texans/Americans 

500

a member or a group of people who subsist by hunting, fishing, or foraging in the wild

Hunter-Gatherer

500

The stockyards are my backyard, I am where the west begins...I have two escarpments, can get up to 50+ in. of rain per year, a few rivers some prairies and of course fort or 2,3,4...

What is the North Central Plains
500

We don't always wear a lot of clothing, we work & celebrate in equal measures. Because we don't often we are one of the first tribes to die out due to diseases. 

Who are the Coahuiltecans 

500

I am the largest aquifer in Texas going from the Panhandle all the way to South Dakota

Ogallala Aquifer