The video tutorial explains how to calculate the frequency of a photon with an energy of 66 electron volts. It begins by introducing the problem and the possible frequency options. The tutorial then explains the formula E = hν and how to rearrange it to solve for frequency. The energy is converted from electron volts to joules, and the calculation is performed using Planck's constant. The final result is determined to be 16 x 10^15 Hz, which matches option C.

What is the energy of the photon given in the problem?

• 66 electron volts

• 8 electron volts

• 16 electron volts

• 12 electron volts

Which formula is used to calculate the frequency of a photon?

• F = ma

• E = hν

• V = IR

• E = mc^2

What is the value of one electron volt in joules?

• 6.6 x 10^-34 joules

• 6.6 x 10^34 joules

• 1.6 x 10^19 joules

• 1.6 x 10^-19 joules

What is the value of Planck's constant used in the calculation?

• 1.6 x 10^-19

• 6.6 x 10^34

• 1.6 x 10^19

• 6.6 x 10^-34

How is the frequency of the photon calculated from energy and Planck's constant?

• By multiplying energy with Planck's constant

• By dividing energy by Planck's constant

• By adding energy to Planck's constant

• By subtracting Planck's constant from energy

What is the significance of the value 10 in the frequency calculation?

• It is the number of times 66 divides into 660

• It is the value of Planck's constant

• It is the energy of the photon

• It is the final frequency value

What is the final calculated frequency of the photon?

• 16 x 10^15 Hz

• 8 x 10^15 Hz

• 12 x 10^15 Hz

• 16 x 10^-15 Hz

Which option correctly represents the frequency of the photon?

• a) 8 x 10^-15 Hz

• b) 12 x 10^-15 Hz

• d) 16 x 10^-15 Hz

• c) 16 x 10^15 Hz

What is the power of 10 in the final frequency calculation?

• 34

• -19

• 15

• -15

What is the correct option for the frequency of the photon?

• a) 8 x 10^-15 Hz

• b) 12 x 10^-15 Hz

• c) 16 x 10^15 Hz

• d) 16 x 10^-15 Hz