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Match the terms with their definitions Question 20 options a part of a circle that is...
Formula for when you have 2 intersecting chords Formula for when you have 2 tangents meeting...
Formula for when you have 2 intersecting chords Formula for when you have 2 tangents meeting at extea Hint: Use "major arc" and "minor arc" point P Formula for when you have 2 secants meeting at external point P OR a tangent and a secant meeting Formula for when you have a chord and tangent meeting When a radius& tangent When a radius meets a tangent, it forms a mect. What formula do you use? e Which side is the...
5. In the picture above, line AC is tangent to the circle at B, <ABE intercepts...
5. In the picture above, line AC is tangent to the circle at B, <ABE intercepts minor arc BE (in red) while <CBE intercepts major arc BDE (in blue). Use this picture to prove that the measure of the angle between a tangent and a chord is always half the measure of the intercepted arc. For your proof, use two cases, acute angle and obtuse angle. Hint: Use the diameter drawn, and the inscribed angle theorem, to help you
Question 6 of 20 Select the best answer for the question. 6. If a decorative sign...
Question 6 of 20 Select the best answer for the question. 6. If a decorative sign in the form of a circle has a diameter of 10 feet, what it the area of the sign, to the nearest square foot? A. 31 ft2 B. 79 ft2 C. 16 ft2 D. 157 ft Question 7 of 20 Select the best answer for the question. The sides of a central angle in a circle are A. two radii B. a tangent and...
all true or false statement. help! Jwotry aise ariswer roblem is worth 3 points. You will receive 1 point for the correct answer and 2 points for stification If a radius of a circle bisects a chor...
all true or false statement. help!
Jwotry aise ariswer roblem is worth 3 points. You will receive 1 point for the correct answer and 2 points for stification If a radius of a circle bisects a chord of a circle, then the radius must be perpendicular to the chord. The mid-point of a line segment having (5, 4) and (3,-2) as endpoints is (1, 1). If the discriminant for a particular equation is negative, the roots of that equation are...
Part II. (4 pts) Given the axiom set for the Incidence Geometry as below: Undefined terms: point, line, on Definitions: 1. Two lines are intersecting if there is a point on both. 2. Two lines are...
Part II. (4 pts) Given the axiom set for the Incidence Geometry as below: Undefined terms: point, line, on Definitions: 1. Two lines are intersecting if there is a point on both. 2. Two lines are parallel if they have no point in common. Axioms: I. Given any two distinct points, there is a unique line on both. II. Each line has at least two distinct points on it. III. There exist at least three points. IV. Not all points...
1. A man left their office at past 3 o'clock for merienda. After 20 minutes on his return, he not...
Please choose the letter of the correct answer.
1. A man left their office at past 3 o'clock for merienda. After 20 minutes on his return, he noticed that the minute hand is ahead of the hour hand exactly by as much as it was behind when he left. At what time did he leave? a. 3:07.36 C. 3:06.16 b. 3:08.36 d. 3:66.36 2. Express 45 degrees in mils. a. 80 mils b. 8800 mils c- 890 mils 3. A...
first one is example. i need to solve second picture. 3,4 picture apply to step 1...
first one is example.
i need to solve second picture. 3,4 picture apply to step 1 and 2.
that is CAD problems thanks
Objective: The following figures represent model views in an engineering drawing. First, inspect each cross-section and write down observations about the geometry le... shape is square, all rounds are equal in size, etc.). Second, determine the DOF of curves. Third, determine the DOF removed by constraints (e.8., 1 pair of parallel lines removes 1 DOF, etc.). Finally,...
Consider a cylindrical capacitor like that shown in Fig. 24.6. Let d = rb − ra...
Consider a cylindrical capacitor like that shown in Fig. 24.6. Let d = rb − ra be the spacing between the inner and outer conductors. (a) Let the radii of the two conductors be only slightly different, so that d << ra. Show that the result derived in Example 24.4 (Section 24.1) for the capacitance of a cylindrical capacitor then reduces to Eq. (24.2), the equation for the capacitance of a parallel-plate capacitor, with A being the surface area of...
Formula for when you have 2 intersecting chords Formula for when you have 2 tangents meeting at extea Hint: Use "major arc" and "minor arc" point P Formula for when you have 2 secants meeting at external point P OR a tangent and a secant meeting Formula for when you have a chord and tangent meeting When a radius& tangent When a radius meets a tangent, it forms a mect. What formula do you use? e Which side is the...
5. In the picture above, line AC is tangent to the circle at B, <ABE intercepts minor arc BE (in red) while <CBE intercepts major arc BDE (in blue). Use this picture to prove that the measure of the angle between a tangent and a chord is always half the measure of the intercepted arc. For your proof, use two cases, acute angle and obtuse angle. Hint: Use the diameter drawn, and the inscribed angle theorem, to help you
Question 6 of 20 Select the best answer for the question. 6. If a decorative sign in the form of a circle has a diameter of 10 feet, what it the area of the sign, to the nearest square foot? A. 31 ft2 B. 79 ft2 C. 16 ft2 D. 157 ft Question 7 of 20 Select the best answer for the question. The sides of a central angle in a circle are A. two radii B. a tangent and...
all true or false statement. help!
Jwotry aise ariswer roblem is worth 3 points. You will receive 1 point for the correct answer and 2 points for stification If a radius of a circle bisects a chord of a circle, then the radius must be perpendicular to the chord. The mid-point of a line segment having (5, 4) and (3,-2) as endpoints is (1, 1). If the discriminant for a particular equation is negative, the roots of that equation are...
Part II. (4 pts) Given the axiom set for the Incidence Geometry as below: Undefined terms: point, line, on Definitions: 1. Two lines are intersecting if there is a point on both. 2. Two lines are parallel if they have no point in common. Axioms: I. Given any two distinct points, there is a unique line on both. II. Each line has at least two distinct points on it. III. There exist at least three points. IV. Not all points...
Please choose the letter of the correct answer.
1. A man left their office at past 3 o'clock for merienda. After 20 minutes on his return, he noticed that the minute hand is ahead of the hour hand exactly by as much as it was behind when he left. At what time did he leave? a. 3:07.36 C. 3:06.16 b. 3:08.36 d. 3:66.36 2. Express 45 degrees in mils. a. 80 mils b. 8800 mils c- 890 mils 3. A...
first one is example.
i need to solve second picture. 3,4 picture apply to step 1 and 2.
that is CAD problems thanks
Objective: The following figures represent model views in an engineering drawing. First, inspect each cross-section and write down observations about the geometry le... shape is square, all rounds are equal in size, etc.). Second, determine the DOF of curves. Third, determine the DOF removed by constraints (e.8., 1 pair of parallel lines removes 1 DOF, etc.). Finally,...
Consider a cylindrical capacitor like that shown in Fig. 24.6. Let d = rb − ra be the spacing between the inner and outer conductors. (a) Let the radii of the two conductors be only slightly different, so that d << ra. Show that the result derived in Example 24.4 (Section 24.1) for the capacitance of a cylindrical capacitor then reduces to Eq. (24.2), the equation for the capacitance of a parallel-plate capacitor, with A being the surface area of...
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