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Using the high-precision values of h,cand egiven on the text's inside front cover, show that the product hccan be expressed as1240eVnm

Short Answer

Expert verified

It is proved that the product of hc is 1240 eV.nm.

Step by step solution

01

Significance of Planck’s Constant

The relationship between the frequency of a photon and the energy of that photon is defined by Planck鈥檚 Constant. It explains the nature of particles and waves. It is denoted by h.

02

Determination of the value of  

It is known that h=6.6260700410-34J.s, and c=2.99792458108m/s.

Determine the value of hc by taking the product of h and c.

hc=6.6260700410-34J.s2.99792458108m/s=1.9864458210-25J.s

Consider that the potential difference of 1V is applied on an electron.

Write the expression for the electric energy.

E = eV

Here, e is the charge on the electron with the value 1.6021766210-19C.

Substitute all the values in the above expression.

E=1.6021766210-19C1V=1.6021766210-19VC1eV=1.6021766210-19J

03

Determination of the value of hc

Convert the units of hc from J to eV.

hc=1.9864458210-25J1eV1.6021766210-19J.m=1.9864458210-251eV1.6021766210-19J1109nm1m=1239.84197eVnm=1240eVnm

Thus, it is proved that the product of hc is 1240eVnm.

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