Major arc is the remaining arc of the circle, so that
major arc+minor arc = 360 degrees.
For this particular problem,
Major arc = 360 - minor arc = 360-97=263 °
Answer: A=12, B=2, C=11
Step-by-step explanation:
With the given problem, you would first expand the numerator.
. Then you can simply from there. You can subtract the exponents. 
9.66
^ This is the tenths place.
Look at the number after it, if it's 5 or more we round up, if it's 4 or less we round down.
The number is 6, so we round up to 9.7.
The expression from the given options that is equivalent fraction -7/9 is -14/18.
<h3>What is a fraction?</h3>
Fraction can be described as the expression of numbers, which usually have the numerator and the denominator, and this do contains two integers arranged on each other.
From the given fraction,-7/9 if start o test the options by reducing them int their simplest form we will deduced that option B is correct because if we divide 14 by the factor of 2, and 18 by the factor of 2, then it will give us -7/9 which is a negative value of fraction in the question.
Therefore, option B is correct.
Learn more about fraction at:
brainly.com/question/11562149
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Check the complete options
A. 14/18
B. -14/18
C.21/27
D.35/45
The number of days Tayloe will take to travel 100 miles if he travels 35 miles every 2 days is 40/7 or 5 5/7 in fraction form.
A fraction is a representation of a part of the whole.
Written as a/b, read as "a by b", it functions as a number of parts of a total of b number of parts.
In the question, we are given that Tayloe travels 35 miles every 2 days to work.
Therefore, daily traveling done by Tayloe can be shown as a fraction, 35/2 miles.
The total traveling given to us is 100 miles.
Thus, the number of days Tayloe will take to travel 100 miles can be shown in fractional form as 100/(35/2) = (100*2)/35 = 40/7 or 5 5/7.
Thus, the number of days Tayloe will take to travel 100 miles if he travels 35 miles every 2 days is 40/7 or 5 5/7 in fraction form.
Learn more about fractions at
brainly.com/question/13841871
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