BARNEY FLETCHER EXAM SCRIPT
COLLECTION 2026 QUESTIONS AND
ANSWERS FULLY VERIFIED FOR SUCCESS
⩥ If one rectangular lot with 1350' of frontage contains 25 acres, how
many acres would the lot next to it contain if it has a 900' frontage and is
the same width as the first lot?
Select one:
a. 1.67 acres
b. 16.67 acres
c. 26.00 acres
d. 14.67 acres. Answer: Area = Length X Width. Lot 1: 43,560 (sq. ft. in
acre) X 25 acres = 1,089,000 sq. ft. We know that 1,089,000 sq. ft. =
Width X 1,350' (length). Therefore 1,089,,350 = Width or 806.67.
The problem told us that the lots were the same width. Lot 2: Area =
806.67' (width) x 900' (length) = 726,000 sq. ft. Therefore: 726,000
(area) / 43,560 = 16.67 acres.
The correct answer is: 16.67 acres
⩥ A parcel with which of the following dimensions would contain
exactly one acre?. Answer: An acre contains 43,560 square feet. Only
one of the choices is that size. 125' X 340' = 42,500 square feet. 150' X
250' = 37,500 square feet. 110' X 396' = 43,560 square feet. 175' X 223'
= 39,025 square feet.
, The correct answer is: 110'; X 396';.
⩥ A lot measuring 250' x 609.84' is sold at a price of $5,000 per acre.
What was the selling price?
Select one:
a. $52,460
b. $27,500
c. $17,500
d. $15,500
Feedback
250. Answer: 250' x 609.84' = 152,460 sq. ft. / 43,560 (sq. ft. per acre) =
3.5 acre. 3.5 acre X $5,000 per acre = $17,500.
The correct answer is: $17,500
⩥ A rectangular parcel of land is 990 feet long and contains 12.5 acres.
What is the width of this parcel?
Select one:
a. 425 feet.
b. 550 feet.
c. 625 feet.
d. 750 feet.. Answer: 12.5 acres X 43,560 = 550,400 square feet.
550,400 square feet divided by 990 feet = 550 feet wide.
The correct answer is: 550 feet.
COLLECTION 2026 QUESTIONS AND
ANSWERS FULLY VERIFIED FOR SUCCESS
⩥ If one rectangular lot with 1350' of frontage contains 25 acres, how
many acres would the lot next to it contain if it has a 900' frontage and is
the same width as the first lot?
Select one:
a. 1.67 acres
b. 16.67 acres
c. 26.00 acres
d. 14.67 acres. Answer: Area = Length X Width. Lot 1: 43,560 (sq. ft. in
acre) X 25 acres = 1,089,000 sq. ft. We know that 1,089,000 sq. ft. =
Width X 1,350' (length). Therefore 1,089,,350 = Width or 806.67.
The problem told us that the lots were the same width. Lot 2: Area =
806.67' (width) x 900' (length) = 726,000 sq. ft. Therefore: 726,000
(area) / 43,560 = 16.67 acres.
The correct answer is: 16.67 acres
⩥ A parcel with which of the following dimensions would contain
exactly one acre?. Answer: An acre contains 43,560 square feet. Only
one of the choices is that size. 125' X 340' = 42,500 square feet. 150' X
250' = 37,500 square feet. 110' X 396' = 43,560 square feet. 175' X 223'
= 39,025 square feet.
, The correct answer is: 110'; X 396';.
⩥ A lot measuring 250' x 609.84' is sold at a price of $5,000 per acre.
What was the selling price?
Select one:
a. $52,460
b. $27,500
c. $17,500
d. $15,500
Feedback
250. Answer: 250' x 609.84' = 152,460 sq. ft. / 43,560 (sq. ft. per acre) =
3.5 acre. 3.5 acre X $5,000 per acre = $17,500.
The correct answer is: $17,500
⩥ A rectangular parcel of land is 990 feet long and contains 12.5 acres.
What is the width of this parcel?
Select one:
a. 425 feet.
b. 550 feet.
c. 625 feet.
d. 750 feet.. Answer: 12.5 acres X 43,560 = 550,400 square feet.
550,400 square feet divided by 990 feet = 550 feet wide.
The correct answer is: 550 feet.
