Consider the enlargement of the parallelogram. A smaller parallelogram with side lengths one-third foot and x feet. A larger parallelogram with side lengths 8 feet and 6 feet. Set up a proportion to solve for the missing measure of the original parallelogram. Which side of the original parallelogram corresponds to the 6 ft side of the enlarged parallelogram? What is the second step in solving the proportion? What is the value of the missing measure?
Answers
Given : enlargement of the parallelogram. A smaller parallelogram with side lengths one-third foot and x feet. A larger parallelogram with side lengths 8 feet and 6 feet.
To Find :
Which side of the original parallelogram corresponds to
the 6 ft side of the enlarged parallelogram?
A. x ft
B. 1/3 ft
C. 8 ft
D. 6ft
What is the second step in solving the proportion?
A. Add the ratios.
B. Subtract the ratios.
C. Cross multiply.
D. Cross divide.
What is the value of the missing measure?
A. 1/4
B. 1/2
C. 4
D. 16
Solution:
x ft in original parallelogram corresponds to the 6 ft side of the enlarged parallelogram
Cross multiply is the second step in solving the proportion
(1/3)/8 = x/6
=> 1/24 = x/6
=> 6/24 = x
=> 1/4 = x
=> x = 1/4 ft
missing measure of the original parallelogram. = 1/4 ft
value of the missing measure = 1/4
Learn More:
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Answer:
Q:Which side of the original parallelogram corresponds to the 6 ft side of the enlarged parallelogram?A:X ft
Q:What is the second step in solving the proportion?A:Cross multiply
Q:What is the value of the missing measure?A:1/4
Step-by-step explanation:
I did it on edgenuity
