Given that the formula for calculating frequency (f) and wavelength (A) is f= c+ A, what is the frequency (MHz to 1 decimal place) for a wavelength of 2.53 m? Note: Approximate speed of light (c) is 3 x 10 m/s, frequency is in Hertz (Hz) and wavelength in metres (m). Answer in MHz rounded to 1 decimal place. What percentage of 750 is 125? A radio navigation facility transmits on a frequency of 112.8 megahertz (MHz). Given that 1 MHz = 1 000 000 Hertz, how is this frequency expressed in base 10? Question 25 Answer 112.8 x 105 MHz 112.8 x 10 Hz 1128.0 x 105 Hz 11.28 x 10 Hz

Calculus: Early Transcendentals
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Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
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Given that the formula for calculating frequency (f) and wavelength (A) is f= c + λ, what is the
frequency (MHz to 1 decimal place) for a wavelength of 2.53 m? Note: Approximate speed of
light (c) is 3 x 10³ m/s, frequency is in Hertz (Hz) and wavelength in metres (m). Answer in MHz
rounded to 1 decimal place.
What percentage of 750 is 125?
A radio navigation facility transmits on a frequency of 112.8 megahertz (MHz). Given that 1 MHz
= 1 000 000 Hertz, how is this frequency expressed in base 10?
Question 25
Answer
112.8 x 106 MHz
112.8 x 106 Hz
1128.0 x 105 Hz
11.28 x 10° Hz
Approximately, what is 4250 ft increased by 15%?
Question 26
Answer
1490 m
1420 m
1630 m
4890 m
Transcribed Image Text:Given that the formula for calculating frequency (f) and wavelength (A) is f= c + λ, what is the frequency (MHz to 1 decimal place) for a wavelength of 2.53 m? Note: Approximate speed of light (c) is 3 x 10³ m/s, frequency is in Hertz (Hz) and wavelength in metres (m). Answer in MHz rounded to 1 decimal place. What percentage of 750 is 125? A radio navigation facility transmits on a frequency of 112.8 megahertz (MHz). Given that 1 MHz = 1 000 000 Hertz, how is this frequency expressed in base 10? Question 25 Answer 112.8 x 106 MHz 112.8 x 106 Hz 1128.0 x 105 Hz 11.28 x 10° Hz Approximately, what is 4250 ft increased by 15%? Question 26 Answer 1490 m 1420 m 1630 m 4890 m
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