please show it using excel. thank you

Excel Assignment FIN 3020 Answer the following two questions using excel functions if applicable Q#1: The table below gives a sample of the deviations of a hypothetical portfolio's annual total from its benchmark's annual returns, for an 18-year period ending in 2016 (4 Marks) Portfolio's Deviations from Benchmark Return, 1999-2016 1999 -2.45% 2000 5.26% 2001 7.52% 2002 6.32% 2003 15% 2004 2.55% 2005 8.96% 2006 7.03% 2007 4.56% 2008 -0.95% 2009 -2.05% 2010 0.65% 2011 1.52% 2012 2.98% 2013 4.29% 2014 8.32% 2015 5.26% 2016 1.00% Calculate using excel functions if applicable: a) The sample mean return. b) The median return c) The range. d) The Geometric Mean Return e) The mean absolute deviation (MAD) f) The Harmonic Mean 8) The Standard Deviation h) Coefficient of Variation i) The Semivariance 1) The Target Semivariance with B = 4.5% k) The Skewness Q#2: A client invests $600,000 in a bond fund projected to earn 7% compounded quarterly. Estimate the value of the investment after 13 years (1 Mark). Excel Assignment FIN 3020 Answer the following two questions using excel functions if applicable Q#1: The table below gives a sample of the deviations of a hypothetical portfolio's annual total from its benchmark's annual returns, for an 18-year period ending in 2016 (4 Marks) Portfolio's Deviations from Benchmark Return, 1999-2016 1999 -2.45% 2000 5.26% 2001 7.52% 2002 6.32% 2003 15% 2004 2.55% 2005 8.96% 2006 7.03% 2007 4.56% 2008 -0.95% 2009 -2.05% 2010 0.65% 2011 1.52% 2012 2.98% 2013 4.29% 2014 8.32% 2015 5.26% 2016 1.00% Calculate using excel functions if applicable: a) The sample mean return. b) The median return c) The range. d) The Geometric Mean Return e) The mean absolute deviation (MAD) f) The Harmonic Mean 8) The Standard Deviation h) Coefficient of Variation i) The Semivariance 1) The Target Semivariance with B = 4.5% k) The Skewness Q#2: A client invests $600,000 in a bond fund projected to earn 7% compounded quarterly. Estimate the value of the investment after 13 years (1 Mark)