P = Number of hotels in 2005 to 2006 = (number of hotels in 2006 - number of hotels in 2005 ) x 100/ number of hotels in 2005
Here, P = (740 - 570) x 100/570 = 29.8%
Q = Number of hotels in 2006 to 2008 = (number of hotels in 2008 - number of hotels in 2006 ) x 100/ number of hotels in 2006
and also, Q = (838 - 740) x 100/740 = 13.2%
Hence, P > Q
Number of hotels in 2007 to 2008 = (number of hotels in 2008 - number of hotels in 2007 ) x 100/ number of hotels in 2007
Percentage increase in number of hotels from 2007 to 2088 = (838 - 710)x 100/710 = 128 x 100/710 = 18% approx.
Since, required number of new hotels in 2009 = 838 x 18/100 = 150 approx.
Required ratio = (440 - 410) : (570 - 10 - 440) = 30 : 120 = 1 : 4
Increase in number of hotels = (number of hotels in 2008 - number of hotels in 2003 ).
Required percentage of increase = (number of hotels in 2008 - number of hotels in 2003 ) x 100 / number of hotels in 2003
Required percentage of increase = (838 - 410) x 100 /410 = 428 x 100 /410 = 100.4%
Approximate 100%
Increase in number of hotels over previous years = (number of hotels in previous year - number of hotels in current year).
Increase in number of hotels over previous years are as follows:
In 2004, 440 - 410 = 30
In 2005, 570 - 440 = 130
In 2006, 740 - 570 = 170
In 2008, 838 - 710 = 128
Hence, in 2006, increase in number of hotels over 2005 was highest.
As per given graph, we can see that,
Sales in 2002 = 2 billion dollar
Sales in 2007 = 6 billion dollar
? Required ratio = sales in 2002 : sales in 2007
Required ratio = 2 : 6 = 1 : 3
As per given line graph, we can see that the
Sales in the year 2005 = 10 billion $
Sales in the year 2006 = 6 billion $
Sales in the year 2007 = 6 billion $
Sales in the year 2008 = 5 billion $
? Required total sales = Sum of all sales from 2005 to 2008
Required total sales = $ (10 + 6 + 6 + 5) billion= $ 27 billion
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