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Dvinal [7]
1 year ago
12

The number of men and women receiving​ bachelor' degree each year ha been teadily increaing. For the year 1970 through the proje

ction of​ 2014, the number of men receiving degree​ (in thouand) i given by the equation y =3. 6x 444 and for​ women, the equation i y=14. 2 x 315 where x i the number of year after 1970
Mathematics
1 answer:
Katena32 [7]1 year ago
7 0

The number of men graduates increasing each year is 3600 and the number of women graduates increasing each year is 1420.

Given, For the year 1970 through the projection of​ 2014,

the number of men receiving degree​ (in thousands) is given by the equation y = 3.6x + 444 and for​ women the equation is y = 14.2x + 315

we have to find the number of men and women graduates increasing each year from 1970 to 2014.

In the equation,

y = 3.6x + 444

the slope is 3.6

So, the number of men graduates increasing each year is 3600.

Now, in the equation,

y = 14.2x + 315

the slope is 14.2

So, the number of women graduates increasing each year is 1420.

Hence, the number of men graduates increasing each year is 3600 and the number of women graduates increasing each year is 1420.

Learn more about Straight Lines here brainly.com/question/29264109

#SPJ4

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