A circle with circumference 18 has an arc with 120 central angle
1 answer:
Answer:
Arc length of circle with circumference 18 and an arc with a 120° central angle is:
6
Step-by-step explanation:
The arc length of a circle is given by:
Here, circumference=18
i.e. 2πr=18
and
Arc length=
Hence, Arc length of circle with circumference 18 and an arc with a 120° central angle is:6
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y=2x+6
y=2x+2
Solve y=2x+6 for y
Substitute 2x+6 for y in y=2x+2
y=2x+2
2x+6=2x+2
Add -2x to both sides
2x+6-2x= 2x+2-2x
6=2
Add -6 to both sides
6-6=2-6
0=-4
No Solution
Answer:

Step-by-step explanation:
Given
and

Required
Determine zw
Given that:
and 

So, we have:



From the graph,
f(-2) = 0
and, g(-2) = 0
(ƒ − g)(−2)= f(-2)-g(-2) = 0
OPTION B is the correct answer
The correct answer would be - Orange 4 times
Answer:
8, 32, and 40
Step-by-step explanation:
1+4+5=10
80/10=8
8*1=8
8*4=32
8*5=40