The name of the arc formed by the central angle ∠GQJ is (c) GJ
<h3>How to name the arc?</h3>
The central angle is given as:
∠GQJ
The above means that the center of the circle is located at point Q.
When the point Q is removed from the name of the central angle, we have points G and J
These represent the endpoints of the arc.
Hence, the name of the arc formed by the central angle ∠GQJ is (c) GJ
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Answer
29 minutes
Step-by-step explanation:
Answer:
C. 3x+6y=9 and-2x-4y=4
Step-by-step explanation:
Given
Steps:
The attachment completes the question
(a): -2x+4y=4 and -3x+6y=6
Multiply by 2: 
Multiply by 3: 
Add together


B. 3x+y=12 and -3x+6y=6
Multiply by 2: 
Multiply by 3: 
Add together:


C. 3x+6y=9 and-2x-4y=4
Multiply by 2: 
Multiply by 3: 
Add together:


This is the equation the student could have used because 0 = 30 means the equation has no solution.
When you have expressions with a power to another power, you multiply the powers together.
Answer: 5.6
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Work Shown:
cos(angle) = adjacent/hypotenuse
cos(B) = AB/BC
cos(62) = AB/12
12*cos(62) = AB
AB = 12*cos(62)
AB = 5.63365875
AB = 5.6