00:01
Using a standard normal table, we find the probability of a z -score of 126 .58 or greater is essentially zero.
00:17
Now we have to find the expected profit for different promotion claims.
00:23
So let's assume greer sells 1000 tyres and that each tyre costs around $100 to produce.
00:41
For sale it is $150 to sell.
00:45
If greer sets the promotion claim at 30 ,000 miles, then we can say that expected revenue is equal to $150 multiplied by 1000 which is equal to $15000.
01:06
Now we can here find expected cost of goods sold which is equal to $100 multiplied by 1000 which is equal to $10000.
01:25
Then we have to find expected cost of promotion and it is equal to $626 .80.
01:40
Then we can find easily expected profit which is equal to $150000 -100000 which is equal to $626 .80 that is equal to $49373 .20.
02:11
If greer sets the promotion claim at 29 ,900 miles, then the expected profit is, first for this we have to see the expected revenue which is equal to $150 multiplied by 100 which is equal to $15000.
02:35
So then again we have here find expected cost of goods sold which is equal to $100 multiplied by 1000 which is equal to 100000.
02:52
Now we can find here expected cost of promotion...