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Sagot :
Answers:
Angle A = 5.9 Dips
Angle B = 240 degrees
Explanation:
First, we will calculate how many degrees are equivalent to 1/12th of the circumference, so:
[tex]360\text{ degre}es\times\frac{1}{12}=\frac{360}{12}=30\text{ degr}ees\text{ }[/tex]Because a circumference has 360 degrees.
Now, 1 dip subtends 1/12th of the circumference, so 1 Dip has a measure of 30 degrees. Therefore, 177 degrees are equivalent to:
[tex]177\text{ degre}es\text{ }\times\frac{1\text{ Dip}}{30\text{ degr}ees}=5.9\text{ Dips}[/tex]In the same way, 8 dips are equivalent to:
[tex]8\text{ Dips }\times\frac{30\text{ degrees}}{1\text{ Dip}}=240\text{ degrees}[/tex]So, the answers are:
Angle A = 5.9 Dips
Angle B = 240 degrees
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