plot([x^2*sin(x),2*x*cos(x)], x=-Pi..Pi,color=[black,red]);

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

plot([x^2*sin(x),2*x*sin(x)+x^2*cos(x)], x=-Pi..Pi,color=[black,red]);

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

plot([sin(x)/(x^2+1),cos(x)/(2*x)], x=-Pi..Pi,y=-5..5, color=[black,red]);

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

plot([sin(x)/(x^2+1), ((x^2+1)*cos(x)-2*x*sin(x))/((x^2+1)^2)], x=-Pi..Pi, color=[black,red]);

NigtJSdDVVJWRVNHNiQ3ZW83JCQhLUpaRWZUSiEjNiQhMV86RycpKilReGQhI0Q3JCQhMj0qcHIpM1BZKyQhIzskITJGcEtESihbaDghIz03JCQhMTNFWyp5c2EpRyEjOiQhMU9EVF1oUTtGISM8NyQkITJjYSkpPjJnOXYjISM7JCExLyIzIikpZlVQVyEjPDckJCExLEBASiFmbGgjISM6JCExazBtNVk+KVEnISM8NyQkITI8UU06OipII1sjISM7JCExeSFwW0JFSmIpISM8NyQkITBEN20wQnlOIyEjOSQhMlk2KVIsKWZpMiIhIzw3JCQhMSc9ZC1GTipHQSEjOiQhMSplejNKKmVEOCEjOzckJCEyWipHQlAkUmM0IyEjOyQhMmVWWTZBal1nIiEjPDckJCEyWktjZikzeGk+ISM7JCEyX0l0LW8yWCE+ISM8NyQkITJwcjRBTio0RT0hIzskITJvPjtTOT9BQiMhIzw3JCQhMiVRUSozKio9ZHEiISM7JCExXiRmNCgqUllgIyEjOzckJCEyMT5qZ0AqPnE6ISM7JCExKilbSCRva2IpRyEjOzckJCEybGg7UylIN005ISM7JCEyUCJHPFVdKTRDJCEjPDckJCEyeTRGLEspKUhJIiEjOyQhMiU0PCFRdj5ZZCQhIzw3JCQhMiUqNCFSI1swUj0iISM7JCExVy0qKVs+MmNRISM7NyQkITJuOSNRcVdJVTUhIzskITJWZmJrIypRIVJUISM8NyQkITFvNnpbOkZCKSohIzskITInNEcsdHA1TFUhIzw3JCQhMXAzdyRSKVxCIyohIzskITAlKSpSNVxgMVYhIzo3JCQhMGNhQixmWSgpKSEjOiQhMmFVREFCJjNRViEjPDckJCEwRFs0aj5lXykhIzokITInb3o1IT4/Lk8lISM8NyQkITFUPmFcLSlwPCkhIzskITJEcVY4IioqR3NWISM8NyQkITFKYzhvMzlHeSEjOyQhMiQ+MV9aVSt0ViEjPDckJCExJWZLcSEqZSQ+diEjOyQhMk9sJG8kZkRNTyUhIzw3JCQhMWQmSGYlcGQ1cyEjOyQhMFYtWW8tTk0lISM6NyQkITE+bCNbKVx6LHAhIzskITJ0Kj1CelZdN1YhIzw3JCQhMSNbQlAtOElmJyEjOyQhMiUpKUcqPkYsKHBVISM8NyQkITFgcldBdlc6ZiEjOyQhMGVzTChbIzQ4JSEjOjckJCExQjM8QD8peUImISM7JCEyamUxJltOJVsjUiEjPDckJCEya1NzT1Z6RWYlISM8JCEybSIzX25kd2dPISM8NyQkITImKilSPFlvWlpSISM8JCExL3RqXXVGRkwhIzs3JCQhMmBeOkJqdlVGJCEjPCQhMXhnLGJqbi9IISM7NyQkITFUcVg9VzIsRSEjOyQhMjovIWY5J3ApM0MhIzw3JCQhMjk0Z01ibEcpPiEjPCQhMkwjW2haZlAmKj0hIzw3JCQhMjw5aiUpb2NZTyIhIzwkITIoemcrWkpiTjghIzw3JCQhMS9AWi8iXCR5cCEjPCQhMFJVejUnKilRcCEjOzckJCExLHo3VktKLEohIz0kITIpKm8zSld5NzUkISM+NyQkIjExdCEzKUdGO20hIzwkIjFfbyZcSEpFZSchIzw3JCQiMix1I2YzeEVhOCEjPCQiMnNvPShlZSJlSyIhIzw3JCQiMTIqKnlJS0BkPiEjOyQiMTk7Vk1IKkgoPSEjOzckJCIxdXEpSHZlLGMjISM7JCIyeHU0Sk07bFAjISM8NyQkIjFsQj5Oa042SyEjOyQiMmxNTEc8ZDgnRyEjPDckJCIyamwoUjxUYmlRISM8JCIyVydwOG9pOXlLISM8NyQkIjJPeGFHLzBgYCUhIzwkIjFWOSNwTF5SaiQhIzs3JCQiMSIqPUpvZjAzXyEjOyQiMSNRNSZIJ0dUIlIhIzs3JCQiMXI3USpcNmknZSEjOyQiMmEsOiMpPSdIPVQhIzw3JCQiMV4xWElxT0NsISM7JCIwOTRnODQmZVUhIzo3JCQiMTQqbyUqb21GJW8hIzskIjJrVS9yIm9EMFYhIzw3JCQiMW5yW1tqO2hyISM7JCIxLSoqW2lkSVJWISM7NyQkIjFEYV0yZ2N6dSEjOyQiMlpUJlxrVFhoViEjPDckJCIxJG9CbG1senooISM7JCIyWWlnKCkqUV1zViEjPDckJCIxIm8yQT8lXF4iKSEjOyQiMCMqKVtPYXRzViEjOjckJCIxejsqeXRBXV0pISM7JCIyTG1GdDtKOE8lISM8NyQkIjF4Y2R0N2JlKSkhIzskIjJ3I1EpWz9DJFJWISM8NyQkIjF2J2YjNCl6P0AqISM7JCIxeW1BL2NxMlYhIzs3JCQiMSRbPGIuLXUlKSohIzskIjElXF9aJlJwSFUhIzs3JCQiMiJIdjxFQ0ZbNSEjOyQiMi9ePFYpKilwR1QhIzw3JCQiMmFPWUclMyVSPSIhIzskIjJkQmskb0kqZiZRISM8NyQkIjJEISlSRWZ3b0kiISM7JCIyZFJZd20nKlxjJCEjPDckJCIyWXRdKFF5RlQ5ISM7JCIyOylcX2FIU0FLISM8NyQkIjJ5MzJzJCpReGMiISM7JCIyd1NNKFxVKj4qRyEjPDckJCIvSz9CcyMqKnAiISM4JCIyWF5bJEhKWFxEISM8NyQkIjJBSCRlTWE7SD0hIzskIjJgeW0qejhuQ0EhIzw3JCQiMSM+Q1onZVlrPiEjOiQiMmUpelAjUWowIT4hIzw3JCQiMm1XKHlmaXglNCMhIzskIjJRT2wmSEUlcGciISM8NyQkIjIlNHEpKWZ1LkdBISM7JCIyMFdHKCkpKSlSRjghIzw3JCQiMUB3JyoqPSY+Z0IhIzokIjJhXUpvYm09MiIhIzw3JCQiMCMzYT1XaiJbIyEjOSQiMVE6OSlwMVdjKSEjPDckJCIyLWkmKil5dSIzaSMhIzskIjElW3RTcytLSychIzw3JCQiMWktSG5XSVhGISM6JCIxZmUhUWU9O18lISM8NyQkIjIpPVJXaE4ueUchIzskIjEpPktPanpqIUchIzw3JCQiMkZ4KlJTQTIwSSEjOyQiMTInKXlQWCRvTiIhIzw3JCQiLVhdRWZUSiEjNiQiMSZRIipRYipmKSlHISNELSUmQ09MT1JHNiYlJFJHQkckIiIhISIiJCIiISEiIiQiIiEhIiItJSdDVVJWRVNHNiQ3aW83JCQhLUpaRWZUSiEjNiQhMUcrJD0hcCcqKj4qISM8NyQkITI9KnByKTNQWSskISM7JCEydWlDXypRWnA1ISM8NyQkITEzRVsqeXNhKUchIzokITIpW1laQC5SMDchIzw3JCQhMmNhKSk+Mmc5diMhIzskITFGbyZwTklTTyIhIzs3JCQhMSxAQEohZmxoIyEjOiQhMnNAU0UmKm8pRzohIzw3JCQhMjxRTTo6KkgjWyMhIzskITJvIyo9XF50bHAiISM8NyQkITBEN20wQnlOIyEjOSQhMTNVQmR5XmA9ISM7NyQkITEnPWQtRk4qR0EhIzokITIyJm8oXCYqKSlcLCMhIzw3JCQhMloqR0JQJFJjNCMhIzskITI7KXBUIlJicTwjISM8NyQkITJaS2NmKTN4aT4hIzskITEiPmNOJz0neksjISM7NyQkITJwcjRBTio0RT0hIzskITJpTXg8NSlRakMhIzw3JCQhMiVRUSozKio9ZHEiISM7JCEyT3hSXiJlImViIyEjPDckJCEyMT5qZ0AqPnE6ISM7JCExVlw9XV03OEUhIzs3JCQhMk8hKlIrNWhAXSIhIzskITFKYmswcXQ6RSEjOzckJCEybGg7UylIN005ISM7JCExMXBgSWJVJmYjISM7NyQkITJyJj0yX2NibzghIzskITFwWFJqO1ZcRCEjOzckJCEyeTRGLEspKUhJIiEjOyQhMiNmUihRYzBAWiMhIzw3JCQhMiYpZmU3IXBXVjchIzskITJpWFdAL1MmcEIhIzw3JCQhMiUqNCFSI1swUj0iISM7JCExVXNdVCIzMkIjISM7NyQkITJuOSNRcVdJVTUhIzskITIkM0dVYUl0PTwhIzw3JCQhMXAzdyRSKVxCIyohIzskITJ4WClRPD4/SDUhIzw3JCQhMERbNGo+ZV8pISM6JCEwXnVdRlohXFwhIzs3JCQhMUpjOG8zOUd5ISM7JCIyNk1fdzdvYl0iISM9NyQkITFkJkhmJXBkNXMhIzskIjEnKjNyRyp6Zj8pISM8NyQkITEjW0JQLThJZichIzskIjEkNC5MVlJeZSIhIzs3JCQhMWByV0F2VzpmISM7JCIyOUZaRWwlcEdEISM8NyQkITFCMzxAPyl5QiYhIzskIjFwQUIzdmxvTiEjOzckJCEya1NzT1Z6RWYlISM8JCIxMjksIioqcGJpJSEjOzckJCEyJiopUjxZb1paUiEjPCQiMVUkbyM+OHM4ZCEjOzckJCEyYF46Qmp2VUYkISM8JCIxKUc1KilSR1IkbyEjOzckJCExVHFYPVcyLEUhIzskIjAkPi8oSEt2KHkhIzo3JCQhMjk0Z01ibEcpPiEjPCQiMT5oJ2VeWSo0KCkhIzs3JCQhMjw5aiUpb2NZTyIhIzwkIjEmeVg5YmIhbyQqISM7NyQkITF3Xlgqelg3LiIhIzskIjF4ZCM9L0xWaiohIzs3JCQhMS9AWi8iXCR5cCEjPCQiMV88ISpHSSU0JCkqISM7NyQkITF2QVZmWUg2YCEjPCQiMUo3XzY3dCwqKiEjOzckJCExWkNSOS1DV08hIzwkIjFobD9BPGlgKiohIzs3JCQhMiY9RU5wZD14PiEjPSQiMWExKTRiRWopKiohIzs3JCQhMSx6N1ZLSixKISM9JCIxInArL1BqJyoqKiohIzs3JCQiMlFCbnBzcDlVIiEjPSQiMT16RiJRSUgqKiohIzs3JCQiMWVzQ3kyMmBKISM8JCIxLSIpUSVcaF8nKiohIzs3JCQiMSNHRiZIPW4lKVshIzwkIjFBOiVSR0JvIioqISM7NyQkIjExdCEzKUdGO20hIzwkIjEtKlxaPzF6JSkqISM7NyQkIjJhdE8kKVxaeisiISM8JCIxeGpKJ1wkUl0nKiEjOzckJCIyLHUjZjN4RWE4ISM8JCIxNzlgPztOeCQqISM7NyQkIjEyKip5SUtAZD4hIzskIjFgJGYnPVkxVCgpISM7NyQkIjF1cSlIdmUsYyMhIzskIjFvY0w7MCpwJHohIzs3JCQiMWxCPk5rTjZLISM7JCIxJjRvdGZRZCRwISM7NyQkIjJqbChSPFRiaVEhIzwkIjBadi5eSHEmZSEjOjckJCIyT3hhRy8wYGAlISM8JCIyRURaISplWjtzJSEjPDckJCIxIio9Sm9mMDNfISM7JCIyPD8hSEJcSTtPISM8NyQkIjFyN1EqXDZpJ2UhIzskIjE5J1s4T1k3ZyMhIzs3JCQiMV4xWElxT0NsISM7JCIyJmV5XE5oKGVuIiEjPDckJCIxbnJbW2o7aHIhIzskIjFFVihSYnZIeSkhIzw3JCQiMSRvQmxtbHp6KCEjOyQiMmQ3OSZbUjQ2PSEjPTckJCIxejsqeXRBXV0pISM7JCEwJVJwI2V1SnglISM7NyQkIjF2J2YjNCl6P0AqISM7JCEyT0BJdmgqSEA1ISM8NyQkIjIiSHY8RUNGWzUhIzskITJYXClvb0pLWTwhIzw3JCQiMmFPWUclMyVSPSIhIzskITIjeXhHK0QhM0IjISM8NyQkIjElM1Z4cjNhQyIhIzokITElUk9eTG1NUCMhIzs3JCQiMkQhKVJFZndvSSIhIzskITJQdCQpXCZHbnhDISM8NyQkIjImb19wOnMydTghIzskITBbT0EtTFdiIyEjOjckJCIyWXRdKFF5RlQ5ISM7JCEyYGcyZFskeSlmIyEjPDckJCIyNyIqeXpRM1hdIiEjOyQhMk5WQiwxLWdoIyEjPDckJCIyeTMycyQqUXhjIiEjOyQhMTdTbCo9b05oIyEjOzckJCIvSz9CcyMqKnAiISM4JCEyY3AhUVlhVGZEISM8NyQkIjJBSCRlTWE7SD0hIzskITI9PCoqb01hMVkjISM8NyQkIjEjPkNaJ2VZaz4hIzokITFHJT15dU1oSyMhIzs3JCQiMm1XKHlmaXglNCMhIzskITE+XidHRngheUAhIzs3JCQiMiU0cSkpZnUuR0EhIzskITFVYT1bQzU7PyEjOzckJCIxQHcnKio9Jj5nQiEjOiQhMjxoS2xGRjAmPSEjPDckJCIwIzNhPVdqIlsjISM5JCEyRyVSdGEoNHVwIiEjPDckJCIyLWkmKil5dSIzaSMhIzskITJCKFJrWixnQjohIzw3JCQiMWktSG5XSVhGISM6JCEyeClHTyk0XDlQIiEjPDckJCIyKT1SV2hOLnlHISM7JCEyPjVWRWBWU0AiISM8NyQkIjJGeCpSU0EyMEkhIzskITI5SjxHQSgpKm81ISM8NyQkIi1YXUVmVEohIzYkITF5RVZvbycqKj4qISM8LSUmQ09MT1JHNiYlJFJHQkckIiM1ISIiJCIiISEiIiQiIiEhIiItJSVWSUVXRzYkOyQhK2FFZlRKISIqJCIrYUVmVEohIiolKERFRkFVTFRHLSUqQVhFU1NUWUxFRzYjJSdOT1JNQUxHLSUoU0NBTElOR0c2IyUuVU5DT05TVFJBSU5FREctJSVST09URzYnLSUpQk9VTkRTX1hHNiMkIiNxISIiLSUpQk9VTkRTX1lHNiMkIiQ/IiEiIi0lLUJPVU5EU19XSURUSEc2IyQiJSEpUSEiIi0lLkJPVU5EU19IRUlHSFRHNiMkIiUheSQhIiItJSlDSElMRFJFTkc2Ig==