ChatterBank31 mins ago
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For more on marking an answer as the "Best Answer", please visit our FAQ.I think the question is asking you to express 90 MHz in a form similar to this.....
http://en.wikipedia.org/wiki/Scientific_notati on
http://en.wikipedia.org/wiki/Scientific_notati on
The radio wave is travelling at approximately the speed of light as you say. But it is effectively reversing its polarity at a frequency of 90 million times a second, i.e. 90MHz. (M = Mega = million, Hz = Hertz = cycles), so you could write this as 90,000,000 Hz. If you were receiving the BBC on long wave at 200KHz, the radio wave is still travelling at near light speed, but is reversing its polarity at only 200 thousand times a second. (K = Kilo = 1000, Hz = Hertz = cycles). Thus 200,000 Hz. Hope this helps.
The speed of radio/light is uirrelevant to this simple notational excercise
90Mhz = 90,000,000Hz = 0.9x10**8 Hz (** = to the power of, ie 10 x 10 x 10 x 10 x 10 x 10 x 10 x 10
"standard form" is written as a number between -1 and +1 mutiplied by 10 to the power of whatever it takes to make the number. eg the number 5 in standard form is
0.5 x 10**1
90Mhz = 90,000,000Hz = 0.9x10**8 Hz (** = to the power of, ie 10 x 10 x 10 x 10 x 10 x 10 x 10 x 10
"standard form" is written as a number between -1 and +1 mutiplied by 10 to the power of whatever it takes to make the number. eg the number 5 in standard form is
0.5 x 10**1
Some confusion here...
There's standard notation for numbers, where these are shown in full, such as 90,000,000
Then there's standard form for scientific notation. I'm not sure where R1Geezer gets his -1 and +1 from, since in the standard form for scientific notation a number is written with a single digit before the decimal point equal to or not less than 1, and, (obviously), less than 10.
Further explanation can be found here.
There's standard notation for numbers, where these are shown in full, such as 90,000,000
Then there's standard form for scientific notation. I'm not sure where R1Geezer gets his -1 and +1 from, since in the standard form for scientific notation a number is written with a single digit before the decimal point equal to or not less than 1, and, (obviously), less than 10.
Further explanation can be found here.
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