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Vectors are used in computer graphics to calculațte the lengths of shadows over flat surfaces. The length of an object can sometimes be represented by a vector a If a light source is shining down on the object, then the length of its shadow on the ground will be equal to the absolute value of the component of the vector a along the of the ground, as shown in the figure. Compute the length of the shadow for the specified vector a if the ground is level. (Round ygur answer to one decimal place.) a = (1.3, 8.9)

Vectors are used in computer graphics to calculațte the lengths of shadows over flat surfaces. The length of an object can sometimes be represented by a vector a If a light source is shining down on the object, then the length of its shadow on the ground will be equal to the absolute value of the component of the vector a along the of the ground, as shown in the figure. Compute the length of the shadow for the specified vector a if the ground is level. (Round ygur answer to one decimal place.) a = (1.3, 8.9)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Vectors are used in computer graphics to calculate the lengths of shadows over flat surfaces. The length of an object can sometimes be represented by a vector a If a single light source is shining down on the object, then the length of its shadow on the ground will be equal to the absolute value of the component of the vector a along the direction of the ground, as shown in the figure. Compute the length of the shadow for the specified vector a if the ground is level. (Round ygur answer to one decimal place.) a = (1.3, 8.9)
Transcribed Image Text:Vectors are used in computer graphics to calculate the lengths of shadows over flat surfaces. The length of an object can sometimes be represented by a vector a If a single light source is shining down on the object, then the length of its shadow on the ground will be equal to the absolute value of the component of the vector a along the direction of the ground, as shown in the figure. Compute the length of the shadow for the specified vector a if the ground is level. (Round ygur answer to one decimal place.) a = (1.3, 8.9)
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