Using data starting with 1950 and projected to 2050, the number of women (in millions) in the workforce is given by the function Upper P equals 0.79 x plus 20.86, where x equals the number of years after 1950.

Question

Using data starting with 1950 and projected to​ 2050, the number of women​ (in millions) in the workforce is given by the function Upper P equals 0.79 x plus 20.86​, where x equals the number of years after 1950.

x=51

he value of x that represents 2020 is xequals
  
enter your response here.

The number of women in the workforce in 2020 will be 
  
enter your response here million.

GPT-4o mini · Answer

To find the value of $ x $ that represents the year 2020, we can use the formula: $$ x = \text{year} - 1950 $$ For the year 2020: $$ x = 2020 - 1950 = 70 $$ Now, to find the number of women in the workforce in 2020, we can substitute $ x = 70 $ into the function $ P $: $$ P = 0.79x + 20.86 $$ Substituting $ x = 70 $: $$ P = 0.79(70) + 20.86 $$ $$ P = 55.3 + 20.86 $$ $$ P = 76.16 $$ Thus, the number of women in the workforce in 2020 will be approximately **76.16 million**. ### Final Responses: - The value of $ x $ that represents 2020 is $ 70 $. - The number of women in the workforce in 2020 will be approximately $ 76.16 $ million.

Using data starting with 1950 and projected to​ 2050, the number of women​ (in millions) in the workforce is given by the function Upper P equals 0.79 x plus 20.86​, where x equals the number of years after 1950.

Final Responses:

Using data starting with 1950 and projected to 2050, the number of women (in millions) in the workforce is given by the function Upper P equals 0.79 x plus 20.86, where x equals the number of years after 1950.