1.95 MHz
1,950 KHz
1,950,000 Hz
Solution Let fh is the highest frequency and fl is the lowest frequency. Bandwidth = fh - fl = 4000 - 40 KHz = 3960 KHz = 3.96 MHz
BW = (1 MHz - 10 KHz) = (1,000 KHz - 10 KHz) = 990 KHz
To determine how many AM broadcast stations can be accommodated in a 6 MHz bandwidth, you first need to consider the bandwidth required for each station. An AM station typically requires about 10 kHz of bandwidth to transmit a 5 kHz audio signal. Therefore, in a 6 MHz (or 6000 kHz) bandwidth, you can fit approximately 6000 kHz / 10 kHz = 600 stations.
6 mhz.
To calculate the intermediate frequency (IF) for a radio receiver at 70 MHz, you typically choose a fixed IF value such as 455 kHz or 10.7 MHz. The IF frequency is chosen in such a way that when the desired signal frequency (70 MHz) is mixed with the local oscillator signal, it falls within the receiver's bandwidth for demodulation. This allows for effective filtering and processing of the signal at a manageable frequency before demodulation.
I came up with 14.8 khz, is this right?
To find the bandwidth of a 1066 MHz signal, you first need to understand that bandwidth refers to the range of frequencies a signal occupies. If you have a specific signal operating at 1066 MHz, its bandwidth can be determined by analyzing its modulation scheme or the specifications provided by the manufacturer. For example, if it's a data bus with a specific modulation technique, you may find the bandwidth in the technical documentation. Generally, the bandwidth is the difference between the upper and lower frequency limits related to the signal.
1 mhz =1000khz
1,000 KHz = 1 MHz
The answer depends on the accuracy desired. a. The minimum bandwidth, a rough approximation, is B = bit rate /2, or 500 kHz. We need a low-pass channel with frequencies between 0 and 500 kHz. b. A better result can be achieved by using the first and the third harmonics with the required bandwidth B = 3 × 500 kHz = 1.5 MHz. c. A still better result can be achieved by using the first, third, and fifth harmonics with B = 5 × 500 kHz = 2.5 MHz
Yes, megahertz (MHz) is greater than kilohertz (KHz). Specifically, 1 MHz is equal to 1,000 KHz, meaning that MHz represents a higher frequency than KHz. Therefore, when comparing the two, any value in MHz will always be larger than the same value expressed in KHz.
AM radio: 550 KHz to 1650 KHz. (0.55 MHz to 1.65 MHz) FM radio: 88 MHz to 108 MHz. (88,000 KHz to 108,000 KHz)