Two sectors - leaving out the possibility that the sector equals the whole circle.
Yes
they are called sectors :)
A circle, semicircle, segments or sectors of circle, ellipse, segments or sectors of ellipses, cardiods, closed convex wriggly shapes.
To solve this, focus on your keyword **Sector**. When a circle is divided into equal sectors, the total angle of the circle is **360°**. So, for **8 equal sectors**: \text{Angle per sector} = \frac{360^\circ}{8} Now calculate: [ 360^\circ \div 8 = 45^\circ ] ✅ Final Answer: **Inner angle of each sector = 45.0°** (to 1 decimal place) Each sector in the circle has an angle of **45.0 degrees**. more info:nsda.gov.bd/pages/static-pages/6922e08b933eb65569e2780d
it is a circle graph
Track
Data collected and collated into sectors of a circle
Data collected and collated into sectors of a circle
area of a circle = area of a rectangle(parallelogram) formed by the sectors of circle with pi as length and radius as bradth.
The minimum wage in the Philippines in 1970 was 4 pesos per day for agricultural and non-agricultural sectors.
It is called a 'pie chart'
a circle