In a recent​ poll, a random sample of adults in some country​ (18 years and​ older) was​ asked, "When you see an ad emphasizing that a product is​ "Made in our​ country," are you more likely to buy​ it, less likely to buy​ it, or neither more nor less likely to buy​ it?" The results of the​ survey, by age​ group, are presented in the following contingency table. Complete parts​ (a) through​ (c).   Purchase likelihood 18 dash 3418-34 35 dash 4435-44 45 dash 5445-54 55 plus55+ Total     Open in StatCrunch   +   Copy to Clipboard   +   Open in Excel   + More likelyMore likely 233233 361361 381381 407407 13821382   Less likelyLess likely 2323 1010 2222 1212 6767   Neither more nor less likelyNeither more nor less likely 298298 209209 174174 126126 807807   Total 554554 580580 577577 545545 22562256   ​(a) What is the probability that a randomly selected individual is 35 to 4435 to 44 years of​ age, given the individual is less likelyless likely to buy a product emphasized as​ "Made in our​ country"?   The probability is approximately nothing .

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In a recent​ poll, a random sample of adults in some country​ (18 years and​ older) was​ asked, "When you see an ad emphasizing that a product is​ "Made in our​ country," are you more likely to buy​ it, less likely to buy​ it, or neither more nor less likely to buy​ it?" The results of the​ survey, by age​ group, are presented in the following contingency table. Complete parts​ (a) through​ (c).
 
Purchase likelihood
18 dash 3418-34
35 dash 4435-44
45 dash 5445-54
55 plus55+
Total
 
  Open in StatCrunch   +
  Copy to Clipboard   +
  Open in Excel   +
More likelyMore likely
233233
361361
381381
407407
13821382
 
Less likelyLess likely
2323
1010
2222
1212
6767
 
Neither more nor less likelyNeither more nor less likely
298298
209209
174174
126126
807807
 
Total
554554
580580
577577
545545
22562256
 
​(a) What is the probability that a randomly selected individual is
35 to 4435 to 44
years of​ age, given the individual is
less likelyless likely
to buy a product emphasized as​ "Made in our​ country"?
 
The probability is approximately
nothing .
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