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The October 31 bank statement of White’s Healthcare has just arrived from State Bank. To prepare the bank reconciliation, you gather the following data: a. The October 31 bank balance is $5,170\$ 5,170. b. The bank statement includes two charges for NSF checks from customers. One is for $420\$ 420 (#1), and the other is for $120\$ 120 (#2). c. The following White checks are outstanding at October 31:

 Check No.  Amount 237$9028815029158029459029510296150\begin{array}{ccr} \hline \text { Check No. } & \text { Amount } \\ \hline 237 & \$ & 90 \\ 288 & & 150 \\ 291 & & 580 \\ 294 & & 590 \\ 295 & & 10 \\ 296 & & 150 \\ \hline \end{array}

d. White collects from a few customers by EFT. The October bank statement lists a $1,400\$ 1,400 EFT deposit for a collection on account. e. The bank statement includes two special deposits that White hasn't recorded yet: $1,050\$ 1,050, for dividend revenue, and $50\$ 50, the interest revenue White earned on its bank balance during October. f. The bank statement lists a $70\$ 70 subtraction for the bank service charge. g. On October 31, the White treasurer deposited $290, but this deposit does not appear on the bank statement. h. The bank statement includes a$700\$700 deduction for a check drawn by Multi-State Freight Company. White notified the bank of this bank error. i. White's Cash account shows a balance of $2,700\$ 2,700 on October 31 . Requirements

  1. Prepare the bank reconciliation for White's Healthcare at October 31, 2012.
  2. Journalize any required entries from the bank reconciliation. Include an explanation for each country.

GfK Roper Consulting gathers information on consumer preferences around the world to help companies monitor attitudes about health, food, and healthcare products. They requested people in many different cultures how they felt about the following statement: I try to avoid eating fast foods. In a random sample of 800 respondents, 411 people were 35 years old or younger, and, of those, 197 agreed ( completely or somewhat), with the statement. Of the 389 people over 35 years old, 246 people agreed with the statement.

b) Provide a 90% confidence interval for the difference in proportions.


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Answered 1 year ago
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We have to calculate the 90%90\% confidence interval for the difference in proportions.

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