WebRadius = 6cm6cm. 2 Find the size of the angle creating the sector. Angle = 90°90° (shown by the symbol of the right angle). 3 Substitute the value of the radius and the angle into the formula for the area of a sector. Area of a sector = θ 360 × πr 2360θ × πr2. = 90 360 × π × 62= 36090 ×π × 62 = 9π= 9π. 4 Clearly state your answer. WebQuestion 1: State the equation of the circle pictured below. [2 marks] Level 6-7 GCSE. Question 2: Find the equation of the tangent to the circle below at the point marked with a cross. [4 marks] Level 8-9 GCSE. Question 3: Find the equation of the tangent to x^2 + y^2 = 113 x2 + y2 = 113 at the point (-8,-7) (−8,−7).
Sector of a Circle - Formula, Definition, Examples - Cuemath
WebA circle is divided into two sectors and the divided parts are known as minor sectors and major sectors. The large portion of the circle is the major sector whereas the smaller … http://mkhometuition.co.uk/index_files/GH-311_Circular_%20Measure.pdf galaxate company
Area of a sector - Circle geometry - National 5 Maths Revision - BBC
WebArc Length and Sectors of a Circle: Worksheets with Answers. Whether you want a homework, some cover work, or a lovely bit of extra practise, this is the place for you. And … WebThe diagram shows a sector of a circle, centre O. The radius of the circle is 13 cm. The angle of the sector is 150°. Calculate the area of the sector. Give your answer correct to 3 … Web4 4 The sector of a circle below has a radius of 5m and the angle at the centre is 30° (Level 5) 4(a) Find the area of the sector Give your answer to one decimal place. [2 marks] Answer cm2 4(b) Find the arc length of the sector. Give your answer to one decimal place. [2 marks] Answer cm Turn over for next question black belt consulting