2. In the sketch O is the centre of the circle and AOB is a diameter. Therefore are ACB is a below.: semi-circle, and C is an angle in a semi-circle. Now follow the following steps to draw and mcasurc Mcasure C and record your value in the table C two more angies in semicircle ACB: • Choose any other point on semicircle ACB and name it point D. Draw AD and BD. Measure D. Choose a third point on semicircle ACB and name it point E. Draw AE and BD. Measure E. Angle Size

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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2. In the sketch O is the centre of the circle
Mcasure C and record your value in the table
and AOB is a diameter. Therefore arc ACB is a below.:
semi-circle, and C is an angle in a semi-circle. Now follow the following steps to draw and mcasure
two more angies in semicircle ACB:
Choose any other point on semicircle ACB
and name it point D.
Draw AD and BD.
Measure D
Choose a third point on semicircle ACB and
name it point E.
Draw AE and BD.
Measure È.
Angle
É
Size
In the sketch O is the centre of the circle
and KOM is a diamcter.
3.
Prove that L is cqual to 90:
(Do not measure L, but usc knowledge of
Geometry facts and theorems to show why L= 90.)
M
L.
In the sketch O is the centre of the circle and
4.
Measure S and record the value in the lable
S is a angle in (major) segment PR
below.
Now, follow the steps below to draw and
measure two more angles in segment PR.
• Chuosc any other point on are PSR (same
side of PR as S) and name it point T.
Draw PT and TR.
Measure T and record in the table.
Repeat for a third point Q.
Angle
Size
Complete:
Angles in the same
Transcribed Image Text:2. In the sketch O is the centre of the circle Mcasure C and record your value in the table and AOB is a diameter. Therefore arc ACB is a below.: semi-circle, and C is an angle in a semi-circle. Now follow the following steps to draw and mcasure two more angies in semicircle ACB: Choose any other point on semicircle ACB and name it point D. Draw AD and BD. Measure D Choose a third point on semicircle ACB and name it point E. Draw AE and BD. Measure È. Angle É Size In the sketch O is the centre of the circle and KOM is a diamcter. 3. Prove that L is cqual to 90: (Do not measure L, but usc knowledge of Geometry facts and theorems to show why L= 90.) M L. In the sketch O is the centre of the circle and 4. Measure S and record the value in the lable S is a angle in (major) segment PR below. Now, follow the steps below to draw and measure two more angles in segment PR. • Chuosc any other point on are PSR (same side of PR as S) and name it point T. Draw PT and TR. Measure T and record in the table. Repeat for a third point Q. Angle Size Complete: Angles in the same
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