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AIDS Cases From 1993 to 2003 the cumulative number N of AIDS cases in thousands can be approximated by N = 2x^2 + 76x + 430, Where x = 0 corresponds to the year 1993. Year 1993 1995 1997 1999 2001 2003 Cases 422 565 677 762 844
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From 1993 to 2003 the cumulative number N of AIDS cases in thousands can be approximated by , where corresponds to the year 1993. N= 2x^2+ 76x + 430 x=0
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The cumulative number of AIDS cases C in the United States from 1982 to 1994 can be modeled by C = 3200x2 + 1586, and the cumulative number of AIDS deaths D from 1982 to 1994 can be modeled by D = 1900x2 + 619. In these equations
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The bar graph shows the cumulative number of death form AIDS in the US, from 1990 through each of the years 19962002. The data in the graph can be modeled by the following polynomials, in which f(x) and g(x) represent the
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The cumulative number of car accidents from 2000 to 2010 can be modeled by the quadratic expression, C=42x^2+924x+14,112, where x=1 corresponds to 2001, and so on until x=11 corresponds to 2010. Find the number of cumulative car
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The cumulative number of car accidents from 2000 to 2010 can be modeled by the quadratic expression, C=42x^2+924x+14,112, where x=1 corresponds to 2001, and so on until x=11 corresponds to 2010. Find the number of cumulative car
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19841994 the equation the number of aids cases can be modeled by the equation C(x)=3034x^2+14,018x+6400 X represents years after 1984 estimate the year when 200,000 aids cases had been diagnosed.
asked by Anonymous on February 19, 2013 
college algebra
19841994 the equation the number of aids cases can be modeled by the equation C(x)=3034x^2+14,018x+6400 X represents years after 1984 estimate the year when 200,000 aids cases had been diagnosed.
asked by Anonymous on February 19, 2013 
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there were 18,017 Aids deaths in 2003, or 34.5 percent of the 1995 aids deaths. determine the number of aids in 1995
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There were 18,017 AIDS deaths in 2003, or 34.5% of the 1995 AIDS deaths. Determine the number of AIDS deaths in 1995. What formula who I use to solve this problem?
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