Create a worksheet that determines the values of inverse trigonometric functions. Also, perform various exercises involving...
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Create a worksheet that determines the values of inverse trigonometric functions. Also, perform various exercises involving inverse trigonometric functions. Information About this project The inverse trigonometric functions include each of the following. These inverse trigonometric functions require a valid ratio value and return the corresponding angle. Inverse Sine Inverse Cosine sec-¹(x) Inverse Tangent sint ¹(x) cos - ¹(x) tan-¹(x) Inverse Cosecant csc¯¹(x) Inverse Secant Inverse Cotangent ctn ¹(x) Steps to Complete this project STEP 1 Launch MS Excel If it is not yet open, launch MS Excel on your computer. Copy the Worksheet Onto a new Excel spreadsheet, copy the worksheet entries given in shown in Figure 1 below. Enter the words / letters cells on your worksheet. Polar Coordinates Worksheet STEP 2 the segment below exactly in the same Figure 1 + A 1 angle measurement 2 3 Functions 4 5 Inverse Sine Inverse Cosine B 0.60 ratio C D E 6 Inverse Tangent 7 STEP 3 Formulate the Worksheet With your worksheet appearing as in Figure 1, formulate the worksheet such that a given trigonometric ratio is used to evaluate each of the three listed inverse trigonometric functions. To accomplish this, click cell B4, type the following formula and press [Enter]. =ASIN (B1) PROJECT Inverse Trigonometric Functions and Their Applications Then, click cell B5, type the following formula and press [Enter]. =ACOS (B1) Also, click cell B6, type the following formula and press [ Enter]. =ATAN (B1) Observe the results of the computations. Observe the results of the computations. Now, change the value in cell B1 to 1.2. Explain why #NUM appears for two of the three inverse trigonometric functions. Change the value in cell B1 back to 0.60. Next, in like manner to the above worksheet, use the cell range compute the values of these inverse functions: Inverse Cosecant csc -¹(x) A7:B9 to sec-¹(x) Inverse Secant Inverse Cotangent ctn ¹(x) Save your completed worksheet. Now, solve each of the following exercises. You can enter your responses in the spaces provided. PROJECT Inverse Trigonometric Functions and Their Applications and cosine (4) The well-known Pythagorean identity that involves the sine is given below. sin ² (8) + cos² (0) = 1 Is this identity still valid if the sine and cosine functions were replaced by their respect inverse functions? Explain your answer. Create a worksheet that determines the values of inverse trigonometric functions. Also, perform various exercises involving inverse trigonometric functions. Information About this project The inverse trigonometric functions include each of the following. These inverse trigonometric functions require a valid ratio value and return the corresponding angle. Inverse Sine Inverse Cosine sec-¹(x) Inverse Tangent sint ¹(x) cos - ¹(x) tan-¹(x) Inverse Cosecant csc¯¹(x) Inverse Secant Inverse Cotangent ctn ¹(x) Steps to Complete this project STEP 1 Launch MS Excel If it is not yet open, launch MS Excel on your computer. Copy the Worksheet Onto a new Excel spreadsheet, copy the worksheet entries given in shown in Figure 1 below. Enter the words / letters cells on your worksheet. Polar Coordinates Worksheet STEP 2 the segment below exactly in the same Figure 1 + A 1 angle measurement 2 3 Functions 4 5 Inverse Sine Inverse Cosine B 0.60 ratio C D E 6 Inverse Tangent 7 STEP 3 Formulate the Worksheet With your worksheet appearing as in Figure 1, formulate the worksheet such that a given trigonometric ratio is used to evaluate each of the three listed inverse trigonometric functions. To accomplish this, click cell B4, type the following formula and press [Enter]. =ASIN (B1) PROJECT Inverse Trigonometric Functions and Their Applications Then, click cell B5, type the following formula and press [Enter]. =ACOS (B1) Also, click cell B6, type the following formula and press [ Enter]. =ATAN (B1) Observe the results of the computations. Observe the results of the computations. Now, change the value in cell B1 to 1.2. Explain why #NUM appears for two of the three inverse trigonometric functions. Change the value in cell B1 back to 0.60. Next, in like manner to the above worksheet, use the cell range compute the values of these inverse functions: Inverse Cosecant csc -¹(x) A7:B9 to sec-¹(x) Inverse Secant Inverse Cotangent ctn ¹(x) Save your completed worksheet. Now, solve each of the following exercises. You can enter your responses in the spaces provided. PROJECT Inverse Trigonometric Functions and Their Applications and cosine (4) The well-known Pythagorean identity that involves the sine is given below. sin ² (8) + cos² (0) = 1 Is this identity still valid if the sine and cosine functions were replaced by their respect inverse functions? Explain your answer.
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The project youve shared outlines the steps to create a worksheet in Microsoft Excel for calculating inverse trigonometric functions Inverse Sine Inve... View the full answer
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Income Tax Fundamentals 2013
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