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###### Pele Aha Ordera Unrliau H 1 Dhorm Iulmlion Tortha Il 1 phnlegelu 1culnespundinj anqias 1plrclation

pele Aha Ordera Unrliau H 1 Dhorm Iulmlion Tortha Il 1 phnlegelu 1 culnespundinj anqias 1 plrclation

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##### 4. Three thin lenses are aligned along their optical axis. The first lens has 8 +24fcom focal length: The second lens has a ~18.0-cm focal length and is placed 18 cm from the first lens. The third lens has a +12.0-cm focal length and is placed 9.0 cm beyond the Locateete position of the image of an object located 36 cm from the first second lens lens. For simplicity assume light is propagating from left to right:

4. Three thin lenses are aligned along their optical axis. The first lens has 8 +24fcom focal length: The second lens has a ~18.0-cm focal length and is placed 18 cm from the first lens. The third lens has a +12.0-cm focal length and is placed 9.0 cm beyond the Locateete position of the image of an...

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##### (25 [ts,) Fovice reusonable mechanisms fr each of the following reactions; Be certain l0 Use AITOW pushing (electrn pushing) and (0 include all intermediates. Ifan intermediate is Terceliice sthilized, be sure inelucle the most stable resonance contributor:ethanol"0*HzSO4heatH3cDsan

(25 [ts,) Fovice reusonable mechanisms fr each of the following reactions; Be certain l0 Use AITOW pushing (electrn pushing) and (0 include all intermediates. Ifan intermediate is Terceliice sthilized, be sure inelucle the most stable resonance contributor: ethanol "0* HzSO4 heat H3c Dsan...

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##### Xhas a binomial distribution with n = 1Zand p = 0.20. What is P(X > 3)7 0 0.024 0.096 0.113 0.205 0.297 0 0.550 0.618 0.6370.670 0.746

Xhas a binomial distribution with n = 1Zand p = 0.20. What is P(X > 3)7 0 0.024 0.096 0.113 0.205 0.297 0 0.550 0.618 0.637 0.670 0.746...

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##### Let D be the region in space where y 2 0 0 < ? < 3 and 2 2 12 +y?_ Hints: D is half_ cone balanced on its point at (0,0,0) , with height 3 and radius 3. The angle that the curved sides of D make with the positive z-axis is T/4.points) Write an iterated integral for the volume of D using rectangular ordinates_ with the innermost integral with respect to and the second integral with respect to y. Do not evaluate the integral.points) Write an iterated integral for the volume of D using cylind

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##### If $a_{1}$ and $a_{2}$ are the amplitudes of two sources in Young's double slit experiment, then the maximum intensity of interference fringe is(a) $left(a_{1}+a_{2}ight)$(b) $2left(a_{1}+a_{2}ight)$(c) $left(a_{1}+a_{2}ight)^{2}$(d) $left(a_{1}-a_{2}ight)^{2}$

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##### Two open organs pipes of fundamental frequencies $v_{1}$ and $v_{2}$ are joined in series. The fundamental frequency of the new pipe so obtained will be(a) $v_{1}+v_{2}$(b) $frac{v_{1} v_{2}}{left(v_{1}+v_{2}ight)}$(c) $frac{v_{1} v_{2}}{v_{1}-v_{2}}$(d) $sqrt{left(v_{1}^{2}+v_{2}^{2}ight)}$

Two open organs pipes of fundamental frequencies $v_{1}$ and $v_{2}$ are joined in series. The fundamental frequency of the new pipe so obtained will be (a) $v_{1}+v_{2}$ (b) $frac{v_{1} v_{2}}{left(v_{1}+v_{2} ight)}$ (c) $frac{v_{1} v_{2}}{v_{1}-v_{2}}$ (d) $sqrt{left(v_{1}^{2}+v_{2}^{2} ight)}$...

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##### Recall from Section 1.8 that the loudness $\beta$ of a sound in decibels (dB) is given by $\beta=10 \log \left(I / I_{0}\right),$ where $I$ is the intensity of the sound in watts per square meter $\left(\mathrm{W} / \mathrm{m}^{2}\right)$ and $I_{0}$ is a constant that is approximately the intensity of a sound at the threshold of human hearing. Find the rate of change of $\beta$ with respect to $I$ at the point where (a) $I / I_{0}=10$ (b) $I / I_{0}=100$ (c) $I / I_{0}=1000$.

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