BANK RECONCILIATION
BANK NAME
XYZ BANK
ACCOUNT NUMBER
0000000000
MONTH ENDING
March 31, 2009
BALANCE PER BANK STATEMENT
March 31, 2009
$100,000.00
Deposits in transit:
3/31/2005
$25,000.00
Outstanding
MILNER BOAT COMPANY
Bank Reconciliation
September 30
Cash balance per bank
Adjusted cash balance per bank
Cash balance per books
Adjusted cash balance per books
b
9/30
9/30
9/30
9/30
MassBay Community College
Management Quiz #3 Chapter 9 through 12
Professor Lochiatto
(Prepared 4/1/2017 for spring 2017)
Completed By Leo Leitner_Date: _4_/_27_/17_
Please complete twelve (12) of th
Chapter 2: Applying Excel
Data
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Machinehours
Direct laborhours
Total fixed manufacturing overhead cost
Variable manufacturing overhead per machinehour
Variable manufacturing overh
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SampleFinalExam  Math 313  Fall 2014
Nota Bene. In each of the True or False problems: If true, give a proof of
the statement. If false, give a counterexample or a proof that the statement is
false.
Exam3  Math 313  Fall 2014
1. Prove that 1 = .9999 by using only the definition of limit. Note that
you will have to explain what is the meaning of an expression like .999
as a limit of a certain s
Quiz1  Math 313  Fall 2014
1. (a) Give the definition of convergence for S =
n=1 bn where S is a real
number and bn is a real number for each natural number n.
P
(b) Prove that the series 1+x+x2 +x
Exam1  Math 313  Fall 2014
1. (a) Given a sequence cfw_an of real numbers, give the definition of the
statement: limn an exists.
(b) Prove that limn
n2
n2 +1
= 1.
2. (a) Give the definition of conv
Quiz5  Math 313  Fall 2014
1. (a) Prove that the cardinality of the set P (X) of subsets of a set X is
greater than the cardinality of X.
(b) True or False: Every subset of the Real Numbers, other t
Exam2  Math 313  Fall 2014
1. Prove that 1 = .9999 by using the N definition of limit directly.
Note that you will have to explain what is the meaning of an expression
like .999 as a limit of a cer
Quiz3  Math 313  Fall 2014
1. (a) Suppose that an 0 forms an increasing, bounded sequence for n in
the natural numbers. The Completeness Axiom for the Real Numbers
implies that such a sequence must
Quiz2  Math 313  Fall 2014
1. (a) Let
(d1 , d2 , d3 , )
be an infinite sequence of digits di , where a number di is said to be a
digit if it is a natural number between 0 and 9. Given such a sequenc
Quiz6  Math 313  Fall 2014
Let R denote the real numbers. A function f : R R is said to be
continuous at a point a R if limxa f (x) = f (a). In detail, this means
that the above limit exists and is
Quiz4  Math 313  Fall 2014
1. (a) Let cfw_an be a sequence of real numbers with n = 1, 2, 3, . Give
the definition that cfw_an is a Cauchy Sequence.
(b) Explain as clearly as you can why, given an
PROBLEM 24B
RON SALEM COMPANY
TRIAL BALANCE
6/30/2014
STEP ONE: SET UP THE PROBLEM
Debit
CASH
ACCOUNTS RECEIVABLE
SUPPLIES
EQUIPMENT
ACCOUNTS PAYABLE
UNEARNED REVENUE
COMMON STOCK
DIVIDENDS
SERVICE R
1
GIGANTIC PROBLEM ONE.
The Basic Company has a coffee and NY bagel stand in the student parking lot at MassBay.
A
ANALYZE THE FOLLOWING TRANSACTIONS FOR THE BASIC COMPANY
1Sep Owners invest $2,000 i
POPCORN COMPANY CHECKBOOK
DATE
DESCRIPTION
CHECK # STMT DEPOSITS
CHECKS
BALANCE
POPCORN COMPANY CHECKBOOK
DATE
DESCRIPTION
CHECK #STMT DEPOSITS
CHECKS
BALANCE
#

5Jan
Tom  Investment in co.
DEP
10,
MassBay Community College
Parsons
Financial Accounting I AC101
PRACTICE EXAM ONE
Chapter 1
Prof.
SPRING 2014
NAME_EXAM GRADE_
MULTIPLE CHOICE QUESTIONS 1 POINT EACH
1.
Accountants refer to an economic
FINANCIAL ACCOUNTING I  AC101
WHAT YOU NEED TO KNOW
CHAPTER ONE
Accounting in Action
1
Three basic activities of accounting:
_
_
_
2
Definition of accounting:
_
_
3
Give examples of:
Internal Users o