Question

Select One Option Correct from the following :A length-scale (l) depends on the permittivity ( $\epsilon$) of a dielectric material Boltzmann constant $k_B$ the absolute temperature (T ), the number per unit the absolute temperature (T ), the number per unit the particles. Which of the following expression(s) for l is(are) dimensionally correct?
(A) $l = \sqrt{\frac{nq^2}{\epsilon k_B T} }$
(B) $l = \sqrt{\frac{\epsilon k_B T}{n q^2} }$
(C) $l = \sqrt{\frac{q^2}{\epsilon n^{2/3} k_B T} }$
(D) $l = \sqrt{\frac{q^2}{\epsilon n^{1/3} k_B T} }$

Answer 1

this is your answer.

Select One Option Correct from the following :A length-scale (l) depends on the permittivity ( $\epsilon$) of a dielectric material Boltzmann constant $k_B$ the absolute temperature (T ), the number per unit the absolute temperature (T ), the number per unit the particles. Which of the following expression(s) for l is(are) dimensionally correct?

(A) $l = \sqrt{\frac{nq^2}{\epsilon k_B T} }$

(B) $l = \sqrt{\frac{\epsilon k_B T}{n q^2} }$

(C) $l = \sqrt{\frac{q^2}{\epsilon n^{2/3} k_B T} }$

(D) $l = \sqrt{\frac{q^2}{\epsilon n^{1/3} k_B T} }$

Select One Option Correct from the following :A length-scale (l) depends on the permittivity ( $\epsilon$) of a dielectric material Boltzmann constant $k_B$ the absolute temperature (T ), the number per unit the absolute temperature (T ), the number per unit the particles. Which of the following expression(s) for l is(are) dimensionally correct?

(A) $l = \sqrt{\frac{nq^2}{\epsilon k_B T} }$

(B) $l = \sqrt{\frac{\epsilon k_B T}{n q^2} }$

(C) $l = \sqrt{\frac{q^2}{\epsilon n^{2/3}</p><p>Name the drying agent not used for dryiny </p><p>the gas</p><p>[tex]} {(2 + 2)}^{2}$

P = Rs.100 and at the end of second year amount is equal to Rs. 121. Find the amount

at the end of first year when the interest is compounded annuallyएक नई शुरुआत के दो विज्ञानों का नाम दीज

this is your answer please mark me brilliance and rate me five stars and give me one thanksName the drying agent not used for dryiny

the gas

$} {(2 + 2)}^{2}$

P = Rs.100 and at the end of second year amount is equal to Rs. 121. Find the amount

at the end of first year when the interest is compounded annually k_B T} } [/tex]

(D) $l = \sqrt{\frac{q^2}{\epsilon n^{1/3} k_B T} }$

please mark me brilliance,rate five star and give me thanks