"Acute Angle Trigonometric Functions" PPT Courseware 2

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"Acute Angle Trigonometric Functions" PPT Courseware 2

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"Acute Angle Trigonometric Functions" PPT Courseware 2

learning target

1. Further consolidate the definition of trigonometric functions such as sine, cosine and tangent of an acute angle;

2. Master the values ​​of various trigonometric functions at angles of 30°, 45°, and 60°;

3. Learn to use a calculator to find the trigonometric function value of an angle;

4. Feel the connection between mathematics and the objective world, and experience the fun of cooperation, communication and exploration of mathematics.

Several issues that should be noted in the definition:

1. sinA, cosA, and tanA are defined in a right triangle, and ∠A is an acute angle (pay attention to the combination of numbers and shapes to construct a right triangle).

2. sinA, cosA, tanA is a ratio (numeric value).

3. The sizes of sinA, cosA, and tanA are only related to the size of ∠A, and have nothing to do with the side lengths of the triangle and the angle.

Warm-up before school

1. As shown in the figure, in △ABC, the two sides AB and AC of the acute angle A are expanded by 100 and 10 times respectively, and the value of tanA ( )

A. Expand 10 times B. Reduce 10 times

C. unchanged D. uncertain

2. In the figure below, ∠ACB=90°, CD⊥AB, and the vertical foot is D.

tanA =( )/AC=CD/( )=BD/CD

Example 1 Find the values ​​of the following expressions:

(1) cos260° + sin260°

(2) cos45°/sin45°-tan45°

(3)tan45°.sin45°-4sin30°.cos45°+cos230°

Consolidate training

1. Find the values ​​of the following expressions:

(1) 1-2 sin30°cos30°

(2) 3tan30°-tan45°+2sin60°

(3) cos60°/1+sin60°+1/tan30°

2. As shown in the figure, in Rt△ABC, ∠ACB=90°, CD⊥AB at D, knowing ∠B=30°, calculate the value of tan∠ACD+sin∠BCD.

3. In Rt△ABC, ∠C=90°, tanA+tanB=4, the area of ​​△ABC is 8, find the length of AB.

4. In Rt△ABC, ∠C=90°.

Verify: sin2A+cos2A=1.

Operation

1. Workbook: Textbook P82, Exercise 28.1 Question 3;

2. Quality monitoring: P43-45: 28.1(3)(4). Group A, Group B;

3. Study test 2+1, 10 minutes in class: P59-60.

Keywords: Acute angle trigonometric function teaching courseware, New People’s Education Edition ninth grade mathematics volume 2 PPT courseware, ninth grade mathematics slide courseware download, acute angle trigonometric function PPT courseware download, .ppt format

For more information about the "Acute Angle Trigonometric Functions" PPT courseware, please click on the Acute Angle Trigonometric Functions ppt tab.

"Applications of Acute Angle Trigonometric Functions" PPT courseware:

"Applications of Acute Trigonometric Functions" PPT courseware review and thinking about the relationship between the sides and angles of a right triangle. The relationship between the three sides of a right triangle: Pythagorean theorem a2+b2=c2. The relationship between the two acute angles of a right triangle: the two acute angles are mutually supplementary A+ B=900. Between the sides and angles of a right triangle...

"Calculation of Acute Angle Trigonometric Functions" PPT courseware:

"Calculation of Acute Angle Trigonometric Functions" PPT courseware 1. To use a calculator to find the value of an acute angle trigonometric function, you generally need to press the trigonometric function name key first, then enter the degree, use the degrees minutes and seconds keys to distinguish the degree unit, and finally press the = key. For example: use a calculator to find the value of cos 10. Press the keys in sequence. .

"Acute Angle Trigonometric Functions" PPT courseware 5:

"Trigonometric Functions of Acute Angles" PPT Courseware 5 1. As shown in the figure, in Rt△ABC, C=90, we call the ratio of the opposite side of the acute angle A to _________ as the ________ of A, which is recorded as sin A, that is, sin A=the opposite side of A ( ) = ac, The ratio of the adjacent side of acute angle A to ________ is called...

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Update Time: 2024-11-17

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