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"Scale" Graphic transformation and position determination PPT courseware 3
teaching objectives
1. Combining specific situations, understand the scale, and be able to calculate the third quantity based on the distance on the map, the actual distance, and the two quantities in the scale.
2. Use the relevant knowledge of scale to learn to solve some practical problems in life through activities such as measurement, drawing, estimation, calculation, etc.
3. Further understand the close connection between mathematics and daily life.
review:
1 kilometer = ( ) meter
1 meter = ( ) centimeter
1 kilometer = ( ) centimeter
4 kilometers = ( ) meters
5 kilometers = ( ) centimeters
200 kilometers = ( ) centimeters
1000 centimeters = ( ) meters
3,000,000 centimeters = ( ) kilometers
60000000 centimeters = ( ) kilometers
1. On a map with a scale of 1:2000, a distance of 1 cm on the map represents the actual distance ( ) meters.
2. On a map with a scale of 1:250000, a distance of 1 centimeter on the map represents the actual distance ( ) kilometers.
3. On a map with a scale of 1:4000000, the distance on the map is ( ) the actual distance, and the actual distance is ( ) times the distance on the map.
Multiple choice questions:
(1) Use 10 centimeters to represent the actual distance of 9 kilometers. The scale of this picture is ( ).
A 1:900000 B 1:90000 C 1:900
(2) 1:240000000 means 1 centimeter on the picture, but it is actually ( ) kilometers.
A 24 B 240 C 2400
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