4 How does the author connect the ancient legend of the Loch Ness Monster to the modern era?
A. The author describes how 60 years after the
publication of a picture of the Loch Ness
Monster in the London Daily Mail, the photo was
revealed to be a hoax.
B. The author describes the ancient Pictish legend
of the water-horse and how modern scholars
think it is the same as the Loch Ness Monster.
C. The author describes the first interaction
between the Romans and the Picts and how
they traded legends of many mythical creatures,
such as the water-kelpie.
D. The author describes how, in 1933, a local
couple spotted a creature that later became
known as the Loch Ness Monster.

3 In the accompanying diagram of parallelogram ABCD, m B = 5x, and m2C = 2x + 12 ... For #1 – 2, Given Rectangle ABCD with diagonals AC and BD that intersect at E ... A rhombus has a side of length 13 feet and one of the diagonals is 24 feet. ... What is the length of BE? 3x-5=50-21. 16 = 2x. 8=x a. 8. 19 halves of equals ...

3 In the accompanying diagram of parallelogram ABCD, m B = 5x, and m2C = 2x + 12 ... For #1 – 2, Given Rectangle ABCD with diagonals AC and BD that intersect at E ... A rhombus has a side of length 13 feet and one of the diagonals is 24 feet. ... What is the length of BE? 3x-5=50-21. 16 = 2x. 8=x a. 8. 19 halves of equals ...

3 In the accompanying diagram of parallelogram ABCD, m B = 5x, and m2C = 2x + 12 ... For #1 – 2, Given Rectangle ABCD with diagonals AC and BD that intersect at E ... A rhombus has a side of length 13 feet and one of the diagonals is 24 feet. ... What is the length of BE? 3x-5=50-21. 16 = 2x. 8=x a. 8. 19 halves of equals ...

3 In the accompanying diagram of parallelogram ABCD, m B = 5x, and m2C = 2x + 12 ... For #1 – 2, Given Rectangle ABCD with diagonals AC and BD that intersect at E ... A rhombus has a side of length 13 feet and one of the diagonals is 24 feet. ... What is the length of BE? 3x-5=50-21. 16 = 2x. 8=x a. 8. 19 halves of equals ...

3 In the accompanying diagram of parallelogram ABCD, m B = 5x, and m2C = 2x + 12 ... For #1 – 2, Given Rectangle ABCD with diagonals AC and BD that intersect at E ... A rhombus has a side of length 13 feet and one of the diagonals is 24 feet. ... What is the length of BE? 3x-5=50-21. 16 = 2x. 8=x a. 8. 19 halves of equals ...

3 In the accompanying diagram of parallelogram ABCD, m B = 5x, and m2C = 2x + 12 ... For #1 – 2, Given Rectangle ABCD with diagonals AC and BD that intersect at E ... A rhombus has a side of length 13 feet and one of the diagonals is 24 feet. ... What is the length of BE? 3x-5=50-21. 16 = 2x. 8=x a. 8. 19 halves of equals ...

3 In the accompanying diagram of parallelogram ABCD, m B = 5x, and m2C = 2x + 12 ... For #1 – 2, Given Rectangle ABCD with diagonals AC and BD that intersect at E ... A rhombus has a side of length 13 feet and one of the diagonals is 24 feet. ... What is the length of BE? 3x-5=50-21. 16 = 2x. 8=x a. 8. 19 halves of equals ...

3 In the accompanying diagram of parallelogram ABCD, m B = 5x, and m2C = 2x + 12 ... For #1 – 2, Given Rectangle ABCD with diagonals AC and BD that intersect at E ... A rhombus has a side of length 13 feet and one of the diagonals is 24 feet. ... What is the length of BE? 3x-5=50-21. 16 = 2x. 8=x a. 8. 19 halves of equals ...

3 In the accompanying diagram of parallelogram ABCD, m B = 5x, and m2C = 2x + 12 ... For #1 – 2, Given Rectangle ABCD with diagonals AC and BD that intersect at E ... A rhombus has a side of length 13 feet and one of the diagonals is 24 feet. ... What is the length of BE? 3x-5=50-21. 16 = 2x. 8=x a. 8. 19 halves of equals ...

Explanation: