There is a table that shows the percent of adults who used computers from 1984 through 1993. And it says , what is the rate of change from 1989 to 1993? The table shows the years, 1984, 1989, and 1993. And then under it, it says the percent of adults. Under the nummber 1984, it says 18, under the number 1989, it says 28, and under the number 1993, it says 36. Can anyone help me, please?

Question

There is a table that shows the percent of adults who used computers from 1984 through 1993. And it says , what is the rate of change from 1989 to 1993? The table shows the years, 1984, 1989, and 1993. And then under it, it says the percent of adults. Under the nummber 1984, it says 18, under the number 1989, it says 28, and under the number 1993, it says 36. Can anyone help me, please?

Answer 1

What is 1/2+1/3 EQUAL

Answer 2

To find the rate of change from 1989 to 1993 using the given table, you need to calculate the difference between the percent of adults using computers in those two years and then divide that difference by the number of years.

Let's start by finding the difference:
Percent in 1993 - Percent in 1989 = 36 - 28 = 8

Next, divide the difference by the number of years:
Rate of Change = Difference / Number of Years = 8 / (1993 - 1989) = 8 / 4 = 2

Therefore, the rate of change from 1989 to 1993 is 2.