When transmitting over a perfectly reflecting, smooth, plane earth, the path loss tends to increasea.with the square of distanceb.with the fourth power of distancec.linearly with distanced.with distance cube

In free space transmission, the signal attenuation increasesa.proportionally with distanceb.proportionally with the square distancec.proportionally with distance cube

Choose the best answer for the following multiple-choice:  Rapid variation of the received signal level due to the effect of multiple signal paths is known as: a. Path loss b. Time variance c. Flat fading d. Shadowing  For the log-distance path loss model, the reference distance (do) is properly defined based on: a. Signal frequencies b. Antenna Gains c. Propagation environments d. Signal bandwidths  Multipath delay spread in the wireless channels causes: a. Doppler spread b. Time dispersion c. Frequency dispersion d. Fast fading  A probability density function of the signal received in the LOS environment follows: a. Rician distribution b. Gausian distribution c. Rayleigh distribution d. Normal distribution  In the MIMO wireless system, increasing of the QAM modulation levels leads to: a. Data rate ↑, Error rate ↓ b. Data rate ↑, Error rate ↑ c. Data rate ↓, Error rate ↓ d. Data rate ↓, Error rate ↑  In multiple- antenna systems, the data rates mainly increased by: a. Spatial diversity techniques b. Beamforming techniques c. Modulation techniques d. Spatial multiplexing technique

What is Free space path loss? Line-of-sight between two antennas with no obstacles Line-of-sight between two antennas with obstacles

What is the frequency range of signals that propagate best over the surface of the earth?

Question 1. [4 marks] Consider a wireless communication system with a transmitter power of 15microwatts. Additive White Gaussian Noise (AWGN) corrupts the signal at the receiver front-end. Thewireless communication link is operating in free-space propagation conditions with a separation distanceof d = 500m Signaling bandwidth is B = 5 MHz, the effective noise temperature of the device is Te = 290degree Kelvins. Recall free-space pathloss equation as discussed in Week 1 lecture, path loss is the ratioof transmitter power Pt to receiver power Pr and is expressed in dB scale as belowPLdB = 10log10( PtPr)PLdB = −10log10( GtGrλ2(4πd)2)Transmitter and receiver gains are assumed Gt = Gr = 10dB and carrier frequency of operation fc = 2GHz. Note: Gains are defined in dB, convert to linear scale as required for use with the above pathlossequation. You may want to expand the above equation in dB in which case you can directly use theantenna gain defined in dB (refer to Lecture 5 slide number 3).1) Calculate the transmitter power in dBm.2) Calculate the pathloss in dB.3) What is the power at the receiver in dBm?4) Calculate the receive signal power to noise power ratio (SNR) at the receiver input.5) Considering a 4-QAM communication system, write the expression for calculating the Symbol errorrate (SER) using the Union bound.(Note: it is enough if you write your answer as an expressionwith Q function and substitute appropriate values for the SNR and minimum Eculidean distance.Not necessary to give numerical value for the symbol error rate)