type the correct answer in each box. use nume...
type the correct answer in each box. use numerals instead of words.\nin a survey at an investment conference, attendees were asked to identify themselves as savers or spenders. a saver tends to save more money and keeps track of his spending, while a spender tends to spend more money and has difficulty saving. attendees were also asked whether they would like to change or continue their spending practices.\n- of the 120 people who identified themselves as savers, 112 said they would continue being savers. the rest said they would like to be spenders.\n- of the 140 people who identified themselves as spenders, 78 said they would continue being spenders. the rest said they would like to be savers.\ncomplete the two - way frequency table for this situation.\n\n| |identified as| | |\n|----|----|----|----|\n| |saver|spender|total|\n|wants to be|saver|112| | |\n| |spender| |78| |\n| |total|120|140|260|\n\nreset next
Answer
# Explanation:
## Step1: Calculate number of savers who want to be spenders
The number of people who identified as savers is 120, and 112 said they would continue being savers. So the number of savers who want to be spenders is $120 - 112=8$.
## Step2: Calculate number of spenders who want to be savers
The number of people who identified as spenders is 140, and 78 said they would continue being spenders. So the number of spenders who want to be savers is $140 - 78 = 62$.
## Step3: Calculate total number of people who want to be savers
The number of people who want to be savers is the sum of savers who continue as savers and spenders who want to be savers, which is $112+62 = 174$.
## Step4: Calculate total number of people who want to be spenders
The number of people who want to be spenders is the sum of savers who want to be spenders and spenders who continue as spenders, which is $8 + 78=86$.
# Answer:
| Identified As | Saver | Spender | Total |
|--|--|--|--|
| Saver | 112 | 8 | 120 |
| Spender | 62 | 78 | 140 |
| Total | 174 | 86 | 260 |