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

GPT-4o mini · Answer

To find the number of women in the workforce in 2020 using the given function $P = 0.79 x + 20.86$ , we first need to determine the value of $x$ for the year 2020.

Since $x$ represents the number of years after 1950, we calculate:

$x = 2020 - 1950 = 70$

Now, we can substitute $x = 70$ into the function to find $P$ :

$P = 0.79 (70) + 20.86$

Calculating $0.79 \times 70$ :

$0.79 \times 70 = 55.3$

Now, substituting back into the equation:

$P = 55.3 + 20.86 = 76.16$

Thus, the number of women in the workforce in 2020 is approximately $76.16$ million.

Therefore, the answer is:

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.

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.