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True or False: Colonizers landed and founded Plymouth Plantation in 1640

There is a surjective (or onto) function from to . 

Determine the cardinality of the following sets. For sets which are “infinite”, indicate if it is “countable” or “uncountable”. Justify your answer. (Support answers with a theorem or function(s) or formula(s) or diagram)

Four true or false questions – This question is worth 8 points.

Bitwise OR Operation is use for marking.

Second-order neurons described as “wide-ranging” transmit sensory information from which of the following first-order afferents? (Select the best fits.)

a property is expected to have Net Operating Income of $100,000 in the first year. The NOI is expected to increase by 5% each year thereafter. The appraised value of the property is currently $1.25 Million and the lender is willing to make a $1,125,000 participation loan with a contract interest rate of 5.5%. The loan will be amortized with monthly payments over a 20 year life. In addition to the regular mortgage payments, the lender will receive 50% of the NOI In EXCESS of $100,000each year until the loan is repaid. The lender will also receive 50% of any increase in the value of the property.  Assume that the appraiser will estimate the value of the property in Year 3 by dividing the NOI of year 4 by an 8 percent Cap Rate. Calculate the cost to the borrower (which is also the cost to the lender) if the property is held for 3 years.  (please specify the Year 3 loan payoff, resale price of the building, participation portion of the resale, and be sure to enter the cash flows used to justify your solution) .  

  According to Alan November’s video (Myths and Opportunities: Technology in the Classroom), which of these statements is a truth about technology?        

From Chapter 10 (Teacher as Collaborator): Which of these strategies/lessons is NOT a way to develop student cultural understanding?

  These four questions are part of what process? What do we want all students to know and be able to do? How will we know if they learn it? How will we respond when some students do not learn? How will we extend the learning for students who are already proficient?