Answer:
70° is the measure of arc CB
Step-by-step explanation:
In circle F
F is center of circle.
We need to find arc CB. It would be also same as central angle of CB at F (∠CFB)
∠CAB=35°
We can see ∠CAB and ∠CFB lie on same arc but ∠CAB on circle and ∠CFB at center.
If two angles subtended on same arc then the angle at the center is twice the angle at the lie on circle.
∴ ∠CFB = 2 ∠CAB
But ∠CAB = 35°
∠CFB=2 x 35° = 70°
Thus, 70° is the measure of arc CB
Answer:
see attached
Step-by-step explanation:
The function that tells you the number of dollars you spend on a given number of pounds creates graphs with the coordinates (pounds, dollars).
If you want 1 pound to correspond to G dollars, then a point on the graph will be ...
(1, G)
Answer:
Step-by-step explanation: