Forecasting The Weather
Measuring Weather Data
Importance and Limitations of Weather Forecasting
The Tools To Measure Weather Data
Review
100

What's this symbols cold front?


Cold front

100

What's weather forecasting?

Process of predicting future weather based on ongoing observation of atmosphere conditions.

100

What is this extreme weather?<img class="fr-fic fr-dib" 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

Tornado

100

What do we use to measure rainfall?

Rain gauge.

100

Rain gauge.

What do we use to measure rainfall?

200

What's this symbols ?


Stationary front

200

What is weather data?

Temperature, wind speed and direction.

Humidity, air pressure precipitation and other components weather.

200

What is Biometeorology? 

Is the branch of science that studies how weather affects human health.

200

What's shape of the rain gauge?

Ylinder

200

Galileo

Who invented the first device to measure temperature variation?

300

What's short-range forecast?

Weather, conditions will change over a period to up to 48 hours.
300

Who invented the first device to measure temperature variation?

Galileo 

300

How weather influences our lives?

Weather forecasting.

300

Where the  world "barometer" comes from?

Greek word barons.

300

Qualitative observations.

How do we call the word which means how clear (or foggy) the sky looks?

400

What is long-range forecast?

Weather, conditions will change over a period of 3 to 7 days.


400

How do we call the word which means how clear (or foggy) the sky looks?

Qualitative observations.

400

What is weather affects human health?

Such as marine industries forestry.
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What's the name of the tools to measure atmospheric pressure 

Aneroid barometers.

400

Is the process of predicting future weather based on observations of atmosphere conditions.

What is weather forecasting?

500

What is weather forecasting?

Is the process of predicting future weather based on observations of atmosphere conditions.

500

What does precipitation include?

Rain, snow, hail, sleet and fog.

500

What is Accurate forecasts?

Accurate forecasts allow people to prepare fore future weather conditions.

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What does humidity usually measured with?

Hygrometer.

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Accurate forecasts allow people to prepare fore future weather conditions.

What is Accurate forecasts?