1.1Yearcash flowpresent value of cash inflow = cash flow(1+r).pdf

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1.1 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5% 1 75 71.42857 2 75 68.02721 3 75 64.78782 4 1075 884.4052 value of bond sum of present value of cash flow 1088.649 1.2 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5.2% 1 75 71.29278 2 75 67.7688 3 75 64.41901 4 1075 877.6988 value of bond sum of present value of cash flow 1081.179 1.3 % change in bond price if YTM increases by .2% (1081.18-1088.65)/1088.65 -0.69% 1.4 Duration is a measure of a bond\'s sensitivity to interest rate changes. The higher the bond\'s duration, the greater its sensitivity to the change (also know as volatility) and vice versa. 1.4 Year cash flow Year*cash flow present value of Year*cash inflow = cash flow/(1+r)^n r= 5% 1 75 75 71.42857 2 75 150 136.0544 3 75 225 194.3635 4 1075 4300 3537.621 total 3939.467 Macculay duration in years total/face value of bond 3939.467/1000 3.939467 1.4 modified duration macculay duration/(1+YTM) 3.94/1.05 3.752381 1.5 change in price if YTM increases by .2% modified duration*change in YTM 3.75*.2% 0.75% 1.1 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5% 1 75 71.42857 2 75 68.02721 3 75 64.78782 4 1075 884.4052 value of bond sum of present value of cash flow 1088.649 1.2 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5.2% 1 75 71.29278 2 75 67.7688 3 75 64.41901 4 1075 877.6988 value of bond sum of present value of cash flow 1081.179 1.3 % change in bond price if YTM increases by .2% (1081.18-1088.65)/1088.65 -0.69% 1.4 Duration is a measure of a bond\'s sensitivity to interest rate changes. The higher the bond\'s duration, the greater its sensitivity to the change (also know as volatility) and vice versa. 1.4 Year cash flow Year*cash flow present value of Year*cash inflow = cash flow/(1+r)^n r= 5% 1 75 75 71.42857 2 75 150 136.0544 3 75 225 194.3635 4 1075 4300 3537.621 total 3939.467 Macculay duration in years total/face value of bond 3939.467/1000 3.939467 1.4 modified duration macculay duration/(1+YTM) 3.94/1.05 3.752381 1.5 change in price if YTM increases by .2% modified duration*change in YTM 3.75*.2% 0.75% Solution 1.1 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5% 1 75 71.42857 2 75 68.02721 3 75 64.78782 4 1075 884.4052 value of bond sum of present value of cash flow 1088.649 1.2 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5.2% 1 75 71.29278 2 75 67.7688 3 75 64.41901 4 1075 877.6988 value of bond sum of present value of cash flow 1081.179 1.3 % change in bond price if YTM increases by .2% (1081.18-1088.65)/1088.65 -0.69% 1.4 Duration is a measure of a bond\'s sensitivity to interest rate changes. The higher the bond\'s duration, the greater its sensitivity to the change (also know as volatility) and vice versa. 1.4 Year cash flow Year*cash flow present value of Year*cash inflow = cash flow/(1+r)^n r= 5% 1 75 75 71.42857 2 75 150 136.0544 3 75 225 194.3635 4 1075 4300 3537.621 total 3939.467 M.

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value of bond
sum of present value of cash flow
1081.179
1.3
% change in bond price if YTM increases by .2%
(1081.18-1088.65)/1088.65
-0.69%
1.4
Duration is a measure of a bond's sensitivity to interest rate changes. The higher the bond's
duration, the greater its sensitivity to the change (also know as volatility) and vice versa.
1.4
Year
cash flow
Year*cash flow
present value of Year*cash inflow = cash flow/(1+r)^n r= 5%
1
75
75
71.42857
2
75
150
136.0544
3
75
225
194.3635
4
1075
4300
3537.621
total
3939.467
Macculay duration in years
total/face value of bond
3939.467/1000

3.939467
1.4
modified duration
macculay duration/(1+YTM)
3.94/1.05
3.752381
1.5
change in price if YTM increases by .2%
modified duration*change in YTM
3.75*.2%
0.75%
1.1
Year
cash flow
present value of cash inflow = cash flow/(1+r)^n r= 5%
1
75
71.42857
2
75
68.02721
3
75
64.78782
4
1075
884.4052
value of bond
sum of present value of cash flow
1088.649
1.2
Year
cash flow
present value of cash inflow = cash flow/(1+r)^n r= 5.2%
1
75

71.29278
2
75
67.7688
3
75
64.41901
4
1075
877.6988
value of bond
sum of present value of cash flow
1081.179
1.3
% change in bond price if YTM increases by .2%
(1081.18-1088.65)/1088.65
-0.69%
1.4
Duration is a measure of a bond's sensitivity to interest rate changes. The higher the bond's
duration, the greater its sensitivity to the change (also know as volatility) and vice versa.
1.4
Year
cash flow
Year*cash flow
present value of Year*cash inflow = cash flow/(1+r)^n r= 5%
1
75
75
71.42857
2
75
150
136.0544
3
75
225

194.3635
4
1075
4300
3537.621
total
3939.467
Macculay duration in years
total/face value of bond
3939.467/1000
3.939467
1.4
modified duration
macculay duration/(1+YTM)
3.94/1.05
3.752381
1.5
change in price if YTM increases by .2%
modified duration*change in YTM
3.75*.2%
0.75%
Solution
1.1
Year
cash flow
present value of cash inflow = cash flow/(1+r)^n r= 5%
1
75
71.42857
2
75
68.02721
3
75

64.78782
4
1075
884.4052
value of bond
sum of present value of cash flow
1088.649
1.2
Year
cash flow
present value of cash inflow = cash flow/(1+r)^n r= 5.2%
1
75
71.29278
2
75
67.7688
3
75
64.41901
4
1075
877.6988
value of bond
sum of present value of cash flow
1081.179
1.3
% change in bond price if YTM increases by .2%
(1081.18-1088.65)/1088.65
-0.69%
1.4
Duration is a measure of a bond's sensitivity to interest rate changes. The higher the bond's
duration, the greater its sensitivity to the change (also know as volatility) and vice versa.
1.4
Year
cash flow

Year*cash flow
present value of Year*cash inflow = cash flow/(1+r)^n r= 5%
1
75
75
71.42857
2
75
150
136.0544
3
75
225
194.3635
4
1075
4300
3537.621
total
3939.467
Macculay duration in years
total/face value of bond
3939.467/1000
3.939467
1.4
modified duration
macculay duration/(1+YTM)
3.94/1.05
3.752381
1.5
change in price if YTM increases by .2%
modified duration*change in YTM
3.75*.2%
0.75%
1.1
Year

cash flow
present value of cash inflow = cash flow/(1+r)^n r= 5%
1
75
71.42857
2
75
68.02721
3
75
64.78782
4
1075
884.4052
value of bond
sum of present value of cash flow
1088.649
1.2
Year
cash flow
present value of cash inflow = cash flow/(1+r)^n r= 5.2%
1
75
71.29278
2
75
67.7688
3
75
64.41901
4
1075
877.6988
value of bond
sum of present value of cash flow
1081.179

1.3
% change in bond price if YTM increases by .2%
(1081.18-1088.65)/1088.65
-0.69%
1.4
Duration is a measure of a bond's sensitivity to interest rate changes. The higher the bond's
duration, the greater its sensitivity to the change (also know as volatility) and vice versa.
1.4
Year
cash flow
Year*cash flow
present value of Year*cash inflow = cash flow/(1+r)^n r= 5%
1
75
75
71.42857
2
75
150
136.0544
3
75
225
194.3635
4
1075
4300
3537.621
total
3939.467
Macculay duration in years
total/face value of bond
3939.467/1000
3.939467
1.4
modified duration

macculay duration/(1+YTM)
3.94/1.05
3.752381
1.5
change in price if YTM increases by .2%
modified duration*change in YTM
3.75*.2%
0.75%

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Acids are substances that form hydrogen ions, H+(.pdf

aquapariwar

ANSWER: 1.\"Apocalypse Now\" film overall form: It is the height of the war in Vietnam, and U.S. Army Captain Willard is sent by Colonel Lucas and a General to carry out a mission that, officially, \'does not exist - nor will it ever exist\'. The mission: To seek out a mysterious Green Beret Colonel, Walter Kurtz, whose army has crossed the border into Cambodia and is conducting hit-and-run missions against the Viet Cong and NVA. The army believes Kurtz has gone completely insane and Willard\'s job is to eliminate him! Willard, sent up the Nung River on a U.S. Navy patrol boat, discovers that his target is one of the most decorated officers in the U.S. Army. His crew meets up with surfer-type Lt-Colonel Kilgore, head of a U.S Army helicopter cavalry group which eliminates a Viet Cong outpost to provide an entry point into the Nung River. After some hair-raising encounters, in which some of his crew are killed, Willard, Lance and Chef reach Colonel Kurtz\'s outpost, beyond the Do Lung Bridge. “This is the end, beautiful friend… This is the end, my only friend, the end Of our elaborate plans, the end Of everything that stands, the end No safety or surprise, the end I\'ll never look into your eyes...again The End...” 2.Primary Techniques in Apocalypse Film: Runtime 3.Techniques: Although many scenes are unusual since the movie begin an unusual journey in the midst of an alien world, some of the scenes still stand out.One of the most effective techniques used in the movie is the usage of very long dissolves. Many scenes are dissolved on each other until they become a montage of their own in one shot itself and say something completely distinct from their individual meaning. This was used in the beginning of the movie, in the middle when the journey enters the final realm and in the end again giving the seemingly untying themes a thematic unity. Many times, the war is superimposed on Willard’s face as if he is living it & re-living it long after it has gone or perhaps long before it has happened...! (Slow Dissolves) When the boat is finally entering the waters of Cambodia and we know that it is a point of no return for this boat and especially Willard, a few images are superimposed on each other to create a heightened sense of an altered reality. The boat is passing through the gates of the underworld and right in the center of all of this is Willard trying to look, listen and comprehend. (Slow Dissolve To Gates Of Hell1, Slow Dissolve To Gates Of Hell2, Slow Dissolve To Gates Of Hell3, Slow Dissolve To Gates Of Hell4, Slow Dissolve To Gates Of Hell5) Another highly unusual shot worth mentioning is Visual Constancy Or Horror. When I saw this shot, I thought that if my eyes did not have visual constancy and did not fill in Willard’s body automatically, the body-less face in this scene would be part of the true horror genre...! 4.Techniques and patterns: a)Lighting: Lighting is the key element in the film. Along with fogs and shadows. The general lo.

ANSWER1.Apocalypse Now film overall formIt is the height o.pdf

aquapariwar

15.0mL = 0.015L phenylacetic acid 0.50mol/L *0.015= 0.0075 mol phenylacetic acid 20.0mL= 0.020L sodium phenylacetate 0.40mol/L * 0.020L=.008 mol sodium phenylacetate due to the fact that this acts as a buffer Using henderson hasselblach pH= pKa + log(base/acid) and finding that the pKa of phenylaceticacid is 4.28 pH= 4.28 + log (.008/.0075) pH= 4.28 + 0.093 pH= 4.373 Solution 15.0mL = 0.015L phenylacetic acid 0.50mol/L *0.015= 0.0075 mol phenylacetic acid 20.0mL= 0.020L sodium phenylacetate 0.40mol/L * 0.020L=.008 mol sodium phenylacetate due to the fact that this acts as a buffer Using henderson hasselblach pH= pKa + log(base/acid) and finding that the pKa of phenylaceticacid is 4.28 pH= 4.28 + log (.008/.0075) pH= 4.28 + 0.093 pH= 4.373.

15.0mL = 0.015L phenylacetic acid 0.50molL 0.01.pdf

aquapariwar

4: water molecules are like a magnet because because it acts like water 5: As mentioned above, humans have sweat glands over their entire bodies; the only place dogs (and cats, and many other animals with fur over their whole bodies) can get rid of excess heat is through the tongue. By the way, sweating/panting is NOT a means of getting rid of excess water; it is a way of getting rid of heat. We do this because of the process of evaporation. In changing from liquid to vapor, the water absorbs heat from the surface on which it is laying. Actually, most organisms do not want to get rid of excess water; they need to conserve it, but on very hot days animals \"spend\" the water to achieve the cooling. 6. It can dissolve the most types of substances. it can dissolve most substances This is because solutes for the most part are able to dissolve in water with the exception of some solutes like oil. Most of the solids dissolve in water. Solution 4: water molecules are like a magnet because because it acts like water 5: As mentioned above, humans have sweat glands over their entire bodies; the only place dogs (and cats, and many other animals with fur over their whole bodies) can get rid of excess heat is through the tongue. By the way, sweating/panting is NOT a means of getting rid of excess water; it is a way of getting rid of heat. We do this because of the process of evaporation. In changing from liquid to vapor, the water absorbs heat from the surface on which it is laying. Actually, most organisms do not want to get rid of excess water; they need to conserve it, but on very hot days animals \"spend\" the water to achieve the cooling. 6. It can dissolve the most types of substances. it can dissolve most substances This is because solutes for the most part are able to dissolve in water with the exception of some solutes like oil. Most of the solids dissolve in water..

4 water molecules are like a magnet because beca.pdf

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1.1Yearcash flowpresent value of cash inflow = cash flow(1+r).pdf

1. 1.1 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5% 1 75 71.42857 2 75 68.02721 3 75 64.78782 4 1075 884.4052 value of bond sum of present value of cash flow 1088.649 1.2 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5.2% 1 75 71.29278 2 75 67.7688 3 75 64.41901 4 1075 877.6988

2. value of bond sum of present value of cash flow 1081.179 1.3 % change in bond price if YTM increases by .2% (1081.18-1088.65)/1088.65 -0.69% 1.4 Duration is a measure of a bond's sensitivity to interest rate changes. The higher the bond's duration, the greater its sensitivity to the change (also know as volatility) and vice versa. 1.4 Year cash flow Year*cash flow present value of Year*cash inflow = cash flow/(1+r)^n r= 5% 1 75 75 71.42857 2 75 150 136.0544 3 75 225 194.3635 4 1075 4300 3537.621 total 3939.467 Macculay duration in years total/face value of bond 3939.467/1000

3. 3.939467 1.4 modified duration macculay duration/(1+YTM) 3.94/1.05 3.752381 1.5 change in price if YTM increases by .2% modified duration*change in YTM 3.75*.2% 0.75% 1.1 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5% 1 75 71.42857 2 75 68.02721 3 75 64.78782 4 1075 884.4052 value of bond sum of present value of cash flow 1088.649 1.2 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5.2% 1 75

4. 71.29278 2 75 67.7688 3 75 64.41901 4 1075 877.6988 value of bond sum of present value of cash flow 1081.179 1.3 % change in bond price if YTM increases by .2% (1081.18-1088.65)/1088.65 -0.69% 1.4 Duration is a measure of a bond's sensitivity to interest rate changes. The higher the bond's duration, the greater its sensitivity to the change (also know as volatility) and vice versa. 1.4 Year cash flow Year*cash flow present value of Year*cash inflow = cash flow/(1+r)^n r= 5% 1 75 75 71.42857 2 75 150 136.0544 3 75 225

5. 194.3635 4 1075 4300 3537.621 total 3939.467 Macculay duration in years total/face value of bond 3939.467/1000 3.939467 1.4 modified duration macculay duration/(1+YTM) 3.94/1.05 3.752381 1.5 change in price if YTM increases by .2% modified duration*change in YTM 3.75*.2% 0.75% Solution 1.1 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5% 1 75 71.42857 2 75 68.02721 3 75

6. 64.78782 4 1075 884.4052 value of bond sum of present value of cash flow 1088.649 1.2 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5.2% 1 75 71.29278 2 75 67.7688 3 75 64.41901 4 1075 877.6988 value of bond sum of present value of cash flow 1081.179 1.3 % change in bond price if YTM increases by .2% (1081.18-1088.65)/1088.65 -0.69% 1.4 Duration is a measure of a bond's sensitivity to interest rate changes. The higher the bond's duration, the greater its sensitivity to the change (also know as volatility) and vice versa. 1.4 Year cash flow

7. Year*cash flow present value of Year*cash inflow = cash flow/(1+r)^n r= 5% 1 75 75 71.42857 2 75 150 136.0544 3 75 225 194.3635 4 1075 4300 3537.621 total 3939.467 Macculay duration in years total/face value of bond 3939.467/1000 3.939467 1.4 modified duration macculay duration/(1+YTM) 3.94/1.05 3.752381 1.5 change in price if YTM increases by .2% modified duration*change in YTM 3.75*.2% 0.75% 1.1 Year

8. cash flow present value of cash inflow = cash flow/(1+r)^n r= 5% 1 75 71.42857 2 75 68.02721 3 75 64.78782 4 1075 884.4052 value of bond sum of present value of cash flow 1088.649 1.2 Year cash flow present value of cash inflow = cash flow/(1+r)^n r= 5.2% 1 75 71.29278 2 75 67.7688 3 75 64.41901 4 1075 877.6988 value of bond sum of present value of cash flow 1081.179

9. 1.3 % change in bond price if YTM increases by .2% (1081.18-1088.65)/1088.65 -0.69% 1.4 Duration is a measure of a bond's sensitivity to interest rate changes. The higher the bond's duration, the greater its sensitivity to the change (also know as volatility) and vice versa. 1.4 Year cash flow Year*cash flow present value of Year*cash inflow = cash flow/(1+r)^n r= 5% 1 75 75 71.42857 2 75 150 136.0544 3 75 225 194.3635 4 1075 4300 3537.621 total 3939.467 Macculay duration in years total/face value of bond 3939.467/1000 3.939467 1.4 modified duration

10. macculay duration/(1+YTM) 3.94/1.05 3.752381 1.5 change in price if YTM increases by .2% modified duration*change in YTM 3.75*.2% 0.75%

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