### Understanding Antenna InterferenceA radio transmitting station operating at a frequency of 120 MHz is equipped with two identical antennas that radiate in phase. Antenna B is positioned 9.00 m to the right of antenna A. We are interested in finding out at which points along the line connecting the two antennas, identified as point P, constructive interference will occur.### Problem Statement**Situation:**- A radio station with frequency: 120 MHz- Two antennas (A and B), radiating in phase- Distance: Antenna B is 9.00 m to the right of Antenna A**Objective:**Determine the values of the horizontal distance \( x \) (to the right of antenna A) where constructive interference occurs at point P.### Calculation TaskYou are asked to find values of \( x \) where constructive interference occurs. These values must be listed in ascending order and separated by commas.**Enter your calculated values in the text box:**- Unit: meters (m)### Additional ResourcesFor assistance or further explanation on interference and how phase difference affects wave propagation, click on "Request Answer." Once you've determined the values, enter them and submit your answer.**Graphical and Interactive Features:**An interactive tool is provided to input your calculated values. It features mathematical symbols to help formulate complex equations if necessary.Please ensure your input is accurate before submitting, as this will help reinforce learning through practice.

Given: The frequency: f=120 MHz=120×106 Hz The distance between the antennas is 9 m. The distance of the point P from the antenna A: x m Therefore, the distance of the point P from the antenna B: (9-x) mThe wavelength of the wave is: λ=cf c=speed of light=3×108 m/sor, λ=3×108120×106m=2.5 m Now, the path difference between the waves coming from two antennas: ∆d=9-x-x=9-2x Now, the condition for constructive interference is: ∆d=nλ n=0, ±1,±2,±3....for, n=0, ∆d=0or, 9-2x=0or, x=4.5 mfor, n=1,∆d=λor, 9-2x=2.5or, 2x=9-2.5 or, x=3.25 mfor, n=-1,∆d=-λor, 9-2x=-2.5or, 2x=9+2.5 or, x=5.75 mfor, n=2,∆d=2λor, 9-2x=2×2.5or, 2x=9-5 or, x=2 mfor, n=-2,∆d=-2λor, 9-2x=-2×2.5or, 2x=9+5 or, x=7 mfor, n=3,∆d=3λor, 9-2x=3×2.5or, 2x=9-7.5 or, x=0.75 mfor, n=-3,∆d=-3λor, 9-2x=-3×2.5or, 2x=9+7.5 or, x=8.25 mfor, n=4,∆d=4λor, 9-2x=4×2.5or, 2x=9-10 or, x=-0.5 mfor, n=-4,∆d=-4λor, 9-2x=-4×2.5or, 2x=9+10or, x=9.5 mFor P to be inside the two antennas, 0≤x≤9Therefore, all the values of x are: 0.75 m, 2 m, 3.25 m, 4.5 m, 5.75 m, 7 m, 8.25 m Note, you should enter 0.75, 2, 3.25, 4.5, 5.75, 7, 8.25 as your answer, as the unit is already common for all inputs.

Answered: A radio transmitting station operating…

A radio transmitting station operating at a frequency of 120 MHz has two identical antennas that radiate in phase. Antenna B is 9.00 m to the right of antenna A. Consider point P between the antennas and along the line connecting them, a horizontal distance to the right of antenna A.