Copy the table below.

Vocabulary Word
Definition
Example
water cycle
water evaporates into clouds and comes down as rain.
external image water_cycle.jpg
condensation
the opisit of evaperation.
external image blue-water-drops-condensation-thumb1809120.jpg
evaporation
when water goes up into the atmosphere and makes clouds.
external image evaporation.jpg
precipitation
water vapor that falls under gravity.
external image rain-drops.jpg
drought
many weeks or even months without rain.
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 width="119" height="98"]]
glacier
a ice berg.
Biafo Glacier 2
Biafo Glacier 2

weathering
breaking down of rock and soil and minarals.
external image images?q=tbn:ANd9GcQY5vtQggz_lZWHKofG-dlGUidK68YZoSFdyOelKm9j4DGP9LrsxQ&t=1
erosion
like an explosien like a earthquake or volcano.
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 width="148" height="104"]]
gully
a ditch or small vally.

deposition
when something is set up wrong or can cause a problem.

source
where something emits from orr where it comes from.

spring
a season or something that make stuff muve up or down.

pore space
everything besides the the solid phase on the earths crust.

water table
a place with little pressure.

stream channel
were a streams runs or used to run

head (of river)
the start of the river

mouth (of river)
were a stream ior river reaches the sea

flow
the current of the river




Gravel
Clay
Sand
humus
appearance
insert photo
orange
rocky
pebblish
natural
DSCF0018.JPG
black
clumpy
dirty
texture

like sand
clumpy,
rough
bumpy

soft
clumpy
smooth
scratchy
What happens
when you the put it in water?




What happens
when you stir it into water?




Other observations




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Changes to Clay swilkie swilkie 1 36 Apr 21, 2011 by GHR2 GHR2