Class 12th
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New answer posted
10 months agoContributor-Level 10
By shell's law
(sin θ)/ (sin θ') = 4/3 . (i)
For TIR on second surface
sin θ' > sin θc
(θ' + θ' = 90)
sin (90 - θ') > sin θc
cos θ' > sin θc
1 - sin²θ' > sin²θc (By equation (i) )
1 - (3/4 sin θ)² > sin²θc
[sin θc = 3/4]
1 - (9/16)sin²θ > (9/16)
1 - 9/16 > (9/16)sin²θ
7/16 > (9/16)sin²θ
sinθ < 7/3
New answer posted
10 months agoContributor-Level 10
Yes, Institute of Hotel Management Studies, Kotdwar accept Class 12th marks. Candidates seeking admission to all programmes can enrol for admission with Class 12 marks. The college offers Certificate and Diploma courses. Institute of Hotel Management Studies, Kotdwar admissions are based on merit.
New answer posted
10 months agoContributor-Level 9
λ = h/mv = h/√2mK
For same K:
λ ∝ 1/√m
λ? : λ? : λ? = 1/√m? : 1/√m? : 1/√4m?
As m? > m? ,
λ? > λ? > λ?
New answer posted
10 months agoContributor-Level 9
3N? /4 = N? e?
⇒ e? = 4/3
t? = (1/λ) ln (4/3)
t? = ln2/λ
t? - t? = (1/λ)ln2 - (1/λ)ln (4/3)
= (1/λ)ln (2/ (4/3) = (1/λ)ln (3/2)
New answer posted
10 months agoContributor-Level 9
β = λD / (d? + a? sinωt)
β? - β? = λD/ (d? - a? ) - λD/ (d? + a? )
= λD [ (d? + a? ) - (d? - a? ) / (d? ² - a? ²) ]
= 2λDa? / (d? ² - a? ²)
New question posted
10 months agoNew answer posted
10 months agoContributor-Level 10
Some of the common mistakes that people usually make while using logarithmic differentiation have been mentioned below:
- Not Multiplying by y: After logarithmic differentiation, it is mandatory to multiply by y to solve for dy/dx?
- Incorrectly Applying the Chain Rule: Make sure that you have correctly used the chain rule whenever you are differentiating a logarithmic expression.
- Using Wrong Logarithm: It is always advisable to use the natural logarithm (ln) instead of logarithms with other bases.
- Ignoring Domain Restrictions: Natural logarithm is only defined for the positive real numbers; therefore, y>0 whenever you apply logarithmic diffe
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