c=3*10**8
f=30.0*10**6
f1=300*10**6
f2=3000*10**6
#Calculation
l=c/f
l1=l/2.0
l2=c/f1
l3=l2/2.0
l4=c/f2
l5=l4/2.0
#Result
print"(i) length of half wave dipole antenna at 30 MHz is",l1,"m"
print"(ii) length of half wave dipole antenna at 300 MHz is",l3,"m"
print"(iii) length of half wave dipole antenna at 3000 MHz is",15,"m"
#Given
c=3*10**8 #m/s
f=3*10**4
f1=6*10**6
f2=5*10**7
#Calculation
l=c/(4.0*f)
l1=c/(4.0*f1)
l2=c/(4.0*f2)
#Result
print"(i) length of quarter wave dipole antenna at 3*10**4 is",l,"m"
print"(ii) length of quarter wave dipole antenna at 6*10**6 is",l1,"m"
print"(iii) length of quarter wave dipole antena at 5*10**7 is",l2,"m"
#Given
AM=16 #mV
AM1=4 #mV
#Calculation
Vmax=AM/2.0
Vmin=AM1/2.0
Ma=(Vmax-Vmin)/(Vmax+Vmin)
#Result
print" The modulation factor is",Ma
#Given
Es=50 #V
Ec=100.0 #V
#Calculation
Ma=Es/Ec
#Result
print"The modulation factor",Ma
#Given
Pc=500 #watts
#Calculation
Ps=(1/2.0)*(Pc)
Pt=Pc+Ps
#Result
print"(i) sideband power is",Ps,"W"
print"(ii) power of AM wave is",Pt,"W"
#Given
Pc=50
Ma=0.8
Ma1=0.1
#Calculation
Ps=(1/2.0)*Ma**2*Pc
Ps1=(1/2.0)*Ma1**2*Pc
#Result
print"total sideband at 80% is",Ps,"KW"
print"total sideband at 10% is",Ps1,"KW"
#Given
Fc=500 #KHz
Fs=1 #KHz
#Calculation
A1=Fc+Fs
A2=Fc-Fs
B=A1-A2
#Result
print"sideband frequancies are",A1,"KHz and",A2,"KHz"
print"bandwidth required is",B,"KHz"
#Given
F=10**10 #Hz
D=8*10**3 #Hz
#Calculation
B=2/100.0*10**10
C=B/D
#Result
print"No. of telephones channels are",C*10**-4,"10**4"
#Given
L=800.0*10**-7
C=3.0*10**8
f1=4.5*10**6 #Hz
#Calculation
f=C/L
d=(1/100.0)*f
E=d/L
G=d/f1
#Result
print"(i) number of channels for audio signal is",round(E*10**-14,1),"*10**8"
print"(ii) number of channels for video tv signal is",round(G*10**-3,1),"*10**5"
#Given
R=6400*10**3 #m
h=160
#Calculation
import math
d=math.sqrt(2*R*h)
h2=4*h
#Result
print"Height is", h2,"m"
#Given
R=6.4*10**6 #m
h=110
#Calculation
import math
d=(math.sqrt(2*R*h))*10**-3
P=math.pi*d**2
#Result
print"Population covered is", round(P*10**-3,1),"*10**6"
#Given
R=6.4*10**6 #m
hr=50 #m
ht=32 #m
#Calculation
import math
d=math.sqrt(2*R*ht)+math.sqrt(2*R*hr)
#Result
print"Maximum distance is", round(d*10**-3,1),"Km"
#Given
h=300
R=6.4*10**6 #m
N=10**12
#Calculation
import math
d=math.sqrt(2*R*h)
fc=9*N**0.5
#Result
print"fc=", fc*10**-6,"MHz"
print"5 MHz comes via ionospheric propogation.and 100 MHz signal comes via satellite transmission."