Trigonometry chart

Emma is standing in the balcony of her house. She is looking down at the flower pot placed in the balcony of another house. You can observe a right-angled triangle in this situation. Emma says that if she knows the height at which she is standing, she can find the distance between both the buildings. Do you agree with her? We can find the heights or distances using some mathematical techniques which fall under a branch of mathematics called "Trigonometry." In this short lesson, we will learn about trigonometry, values in the trigonometric chart, and trigonometric tracer on unit circle. Lesson Plan What DoesTrigonometry Formula Refer To? Look at the \(AC\) is the hypotenuse. The side \(AB\) is the extended portion of \(\angle A\). Hence, we call it as the "side adjacent to \(\angle A\)". The side\(BC\) faces\(\angle A\). Hence, we call it the "side opposite to \(\angle A\)". Trigonometric Ratios We will now define some ratios involving the sides of the triangle \(ABC\). \(\sin\) Trigonometric Chart You are already familiar with construction of angles like \(30^\) 0 Experiment with the simulation below to determine the values of all trigonometric functions for distinct angles and observe the values being plotted on the graphs. What Are the 8 Trigonometric Identities? An Now we will discuss trigonometric identities which are true for all \(\cos^\) Apart from these identities, we have a few more formulas which are helpful for you in solving trigonometricproblems. Example on Tr...

Trigonometric Tables Email this page to a friend Resources · · · · · · Search Trigonometric Tables ( radians = degrees x PI / 180 (deg to rad conversion) degrees = radians x 180 / PI (rad to deg conversion) Rad Deg Sin Cos Tan Csc Sec Cot .0000 00 .0000 1.0000 .0000 ----- 1.0000 ----- 90 1.5707 .0175 01 .0175 .9998 .0175 57.2987 1.0002 57.2900 89 1.5533 .0349 02 .0349 .9994 .0349 28.6537 1.0006 28.6363 88 1.5359 .0524 03 .0523 .9986 .0524 19.1073 1.0014 19.0811 87 1.5184 .0698 04 .0698 .9976 .0699 14.3356 1.0024 14.3007 86 1.5010 .0873 05 .0872 .9962 .0875 11.4737 1.0038 11.4301 85 1.4835 .1047 06 .1045 .9945 .1051 9.5668 1.0055 9.5144 84 1.4661 .1222 07 .1219 .9925 .1228 8.2055 1.0075 8.1443 83 1.4486 .1396 08 .1392 .9903 .1405 7.1853 1.0098 7.1154 82 1.4312 .1571 09 .1564 .9877 .1584 6.3925 1.0125 6.3138 81 1.4137 .1745 10 .1736 .9848 .1763 5.7588 1.0154 5.6713 80 1.3953 .1920 11 .1908 .9816 .1944 5.2408 1.0187 5.1446 79 1.3788 .2094 12 .2079 .9781 .2126 4.8097 1.0223 4.7046 78 1.3614 .2269 13 .2250 .9744 .2309 4.4454 1.0263 4.3315 77 1.3439 .2443 14 .2419 .9703 .2493 4.1336 1.0306 4.0108 76 1.3265 .2618 15 .2588 .9659 .2679 3.8637 1.0353 3.7321 75 1.3090 .2793 16 .2756 .9613 .2867 3.6280 1.0403 3.4874 74 1.2915 .2967 17 .2924 .9563 .3057 3.4203 1.0457 3.2709 73 1.2741 .3142 18 .3090 .9511 .3249 3.2361 1.0515 3.0777 72 1.2566 .3316 19 .3256 .9455 .3443 3.0716 1.0576 2.9042 71 1.2392 .3491 20 .3420 .9397 .3640 2.9238 1.0642 2.7475 70 1.2217 .3665 21 .3584 .9336 .3839 2.79...

• Math • • Number Sense and Operations • Measurement • Statistics and Data Analysis • Geometry • Pre-Algebra • Algebra • Trigonometry • • Trigonometry Charts • Quadrants and Angles • Degrees and Radians • Degrees, Minutes and Seconds • Reference and Coterminal Angles • Trigonometric Ratios • Trigonometric Identities • Unit Circle • Trig Ratios of Allied Angles • Evaluating Trig Expressions • Inverse Trigonometric Functions • Law of Sines • Law of Cosines • Solving Triangles • Principal Solutions - Trig Equations • General Solutions - Trig Equations • Calculus • Math Workbooks • English Language Arts • Science • Social Studies • Holidays and Events • Support Integrate the visual aid trigonometry tables and printable charts in your math class to help high school children learn the trigonometric identities and ratios with ease. Included here are charts for quadrants and angles, right triangle trigonometric ratio chart, charts for trigonometric ratio tables, allied angles, unit circle charts to mention a few. Instantly review the knowledge acquired by using the blank charts provided here. Printer-friendly charts are also available. Tap into some of these charts for free!

SOHCAHTOA Worksheets Angle Sine Cosine Tangent 0° 0 1 0 1° 0.01745 0.99985 0.01746 2° 0.03490 0.99939 0.03492 3° 0.05234 0.99863 0.05241 4° 0.06976 0.99756 0.06993 5° 0.08716 0.99619 0.08749 6° 0.10453 0.99452 0.10510 7° 0.12187 0.99255 0.12278 8° 0.13917 0.99027 0.14054 9° 0.15643 0.98769 0.15838 10° 0.17365 0.98481 0.17633 11° 0.19081 0.98163 0.19438 12° 0.20791 0.97815 0.21256 13° 0.22495 0.97437 0.23087 14° 0.24192 0.97030 0.24933 15° 0.25882 0.96593 0.26795 Angle Sine Cosine Tangent 16° 0.27564 0.96126 0.28675 17° 0.29237 0.95630 0.30573 18° 0.30902 0.95106 0.32492 19° 0.32557 0.94552 0.34433 20° 0.34202 0.93969 0.36397 21° 0.35837 0.93358 0.38386 22° 0.37461 0.92718 0.40403 23° 0.39073 0.92050 0.42447 24° 0.40674 0.91355 0.44523 25° 0.42262 0.90631 0.46631 26° 0.43837 0.89879 0.48773 27° 0.45399 0.89101 0.50953 28° 0.46947 0.88295 0.53171 29° 0.48481 0.87462 0.55431 30° 0.5 or 0.86603 or 0.57735 or Angle Sine Cosine Tangent 31° 0.51504 0.85717 0.60086 32° 0.52992 0.84805 0.62487 33° 0.54464 0.83867 0.64941 34° 0.55919 0.82904 0.67451 35° 0.57358 0.81915 0.70021 36° 0.58779 0.80902 0.72654 37° 0.60182 0.79864 0.75355 38° 0.61566 0.78801 0.78129 39° 0.62932 0.77715 0.80978 40° 0.64279 0.76604 0.83910 41° 0.65606 0.75471 0.86929 42° 0.66913 0.74314 0.90040 43° 0.68200 0.73135 0.93252 44° 0.69466 0.71934 0.96569 45° 0.70711 or 0.70711 or 1 Angle Sine Cosine Tangent 46° 0.71934 0.69466 1.03553 47° 0.73135 0.68200 1.07237 48° 0.74314 0.66913 1.11061 49° 0.75471 0.65606 1.1...

• Math • • Number Sense and Operations • Measurement • Statistics and Data Analysis • Geometry • Pre-Algebra • Algebra • Trigonometry • • Trigonometry Charts • Quadrants and Angles • Degrees and Radians • Degrees, Minutes and Seconds • Reference and Coterminal Angles • Trigonometric Ratios • Trigonometric Identities • Unit Circle • Trig Ratios of Allied Angles • Evaluating Trig Expressions • Inverse Trigonometric Functions • Law of Sines • Law of Cosines • Solving Triangles • Principal Solutions - Trig Equations • General Solutions - Trig Equations • Calculus • Math Workbooks • English Language Arts • Science • Social Studies • Holidays and Events • Support Integrate the visual aid trigonometry tables and printable charts in your math class to help high school children learn the trigonometric identities and ratios with ease. Included here are charts for quadrants and angles, right triangle trigonometric ratio chart, charts for trigonometric ratio tables, allied angles, unit circle charts to mention a few. Instantly review the knowledge acquired by using the blank charts provided here. Printer-friendly charts are also available. Tap into some of these charts for free!

SOHCAHTOA Worksheets Angle Sine Cosine Tangent 0° 0 1 0 1° 0.01745 0.99985 0.01746 2° 0.03490 0.99939 0.03492 3° 0.05234 0.99863 0.05241 4° 0.06976 0.99756 0.06993 5° 0.08716 0.99619 0.08749 6° 0.10453 0.99452 0.10510 7° 0.12187 0.99255 0.12278 8° 0.13917 0.99027 0.14054 9° 0.15643 0.98769 0.15838 10° 0.17365 0.98481 0.17633 11° 0.19081 0.98163 0.19438 12° 0.20791 0.97815 0.21256 13° 0.22495 0.97437 0.23087 14° 0.24192 0.97030 0.24933 15° 0.25882 0.96593 0.26795 Angle Sine Cosine Tangent 16° 0.27564 0.96126 0.28675 17° 0.29237 0.95630 0.30573 18° 0.30902 0.95106 0.32492 19° 0.32557 0.94552 0.34433 20° 0.34202 0.93969 0.36397 21° 0.35837 0.93358 0.38386 22° 0.37461 0.92718 0.40403 23° 0.39073 0.92050 0.42447 24° 0.40674 0.91355 0.44523 25° 0.42262 0.90631 0.46631 26° 0.43837 0.89879 0.48773 27° 0.45399 0.89101 0.50953 28° 0.46947 0.88295 0.53171 29° 0.48481 0.87462 0.55431 30° 0.5 or 0.86603 or 0.57735 or Angle Sine Cosine Tangent 31° 0.51504 0.85717 0.60086 32° 0.52992 0.84805 0.62487 33° 0.54464 0.83867 0.64941 34° 0.55919 0.82904 0.67451 35° 0.57358 0.81915 0.70021 36° 0.58779 0.80902 0.72654 37° 0.60182 0.79864 0.75355 38° 0.61566 0.78801 0.78129 39° 0.62932 0.77715 0.80978 40° 0.64279 0.76604 0.83910 41° 0.65606 0.75471 0.86929 42° 0.66913 0.74314 0.90040 43° 0.68200 0.73135 0.93252 44° 0.69466 0.71934 0.96569 45° 0.70711 or 0.70711 or 1 Angle Sine Cosine Tangent 46° 0.71934 0.69466 1.03553 47° 0.73135 0.68200 1.07237 48° 0.74314 0.66913 1.11061 49° 0.75471 0.65606 1.1...

Emma is standing in the balcony of her house. She is looking down at the flower pot placed in the balcony of another house. You can observe a right-angled triangle in this situation. Emma says that if she knows the height at which she is standing, she can find the distance between both the buildings. Do you agree with her? We can find the heights or distances using some mathematical techniques which fall under a branch of mathematics called "Trigonometry." In this short lesson, we will learn about trigonometry, values in the trigonometric chart, and trigonometric tracer on unit circle. Lesson Plan What DoesTrigonometry Formula Refer To? Look at the \(AC\) is the hypotenuse. The side \(AB\) is the extended portion of \(\angle A\). Hence, we call it as the "side adjacent to \(\angle A\)". The side\(BC\) faces\(\angle A\). Hence, we call it the "side opposite to \(\angle A\)". Trigonometric Ratios We will now define some ratios involving the sides of the triangle \(ABC\). \(\sin\) Trigonometric Chart You are already familiar with construction of angles like \(30^\) 0 Experiment with the simulation below to determine the values of all trigonometric functions for distinct angles and observe the values being plotted on the graphs. What Are the 8 Trigonometric Identities? An Now we will discuss trigonometric identities which are true for all \(\cos^\) Apart from these identities, we have a few more formulas which are helpful for you in solving trigonometricproblems. Example on Tr...

Trigonometric Tables Email this page to a friend Resources · · · · · · Search Trigonometric Tables ( radians = degrees x PI / 180 (deg to rad conversion) degrees = radians x 180 / PI (rad to deg conversion) Rad Deg Sin Cos Tan Csc Sec Cot .0000 00 .0000 1.0000 .0000 ----- 1.0000 ----- 90 1.5707 .0175 01 .0175 .9998 .0175 57.2987 1.0002 57.2900 89 1.5533 .0349 02 .0349 .9994 .0349 28.6537 1.0006 28.6363 88 1.5359 .0524 03 .0523 .9986 .0524 19.1073 1.0014 19.0811 87 1.5184 .0698 04 .0698 .9976 .0699 14.3356 1.0024 14.3007 86 1.5010 .0873 05 .0872 .9962 .0875 11.4737 1.0038 11.4301 85 1.4835 .1047 06 .1045 .9945 .1051 9.5668 1.0055 9.5144 84 1.4661 .1222 07 .1219 .9925 .1228 8.2055 1.0075 8.1443 83 1.4486 .1396 08 .1392 .9903 .1405 7.1853 1.0098 7.1154 82 1.4312 .1571 09 .1564 .9877 .1584 6.3925 1.0125 6.3138 81 1.4137 .1745 10 .1736 .9848 .1763 5.7588 1.0154 5.6713 80 1.3953 .1920 11 .1908 .9816 .1944 5.2408 1.0187 5.1446 79 1.3788 .2094 12 .2079 .9781 .2126 4.8097 1.0223 4.7046 78 1.3614 .2269 13 .2250 .9744 .2309 4.4454 1.0263 4.3315 77 1.3439 .2443 14 .2419 .9703 .2493 4.1336 1.0306 4.0108 76 1.3265 .2618 15 .2588 .9659 .2679 3.8637 1.0353 3.7321 75 1.3090 .2793 16 .2756 .9613 .2867 3.6280 1.0403 3.4874 74 1.2915 .2967 17 .2924 .9563 .3057 3.4203 1.0457 3.2709 73 1.2741 .3142 18 .3090 .9511 .3249 3.2361 1.0515 3.0777 72 1.2566 .3316 19 .3256 .9455 .3443 3.0716 1.0576 2.9042 71 1.2392 .3491 20 .3420 .9397 .3640 2.9238 1.0642 2.7475 70 1.2217 .3665 21 .3584 .9336 .3839 2.79...