Describe how actin and myosin work together during muscle contraction
What will be an ideal response?
When an action potential arrives at a muscle cell, calcium ions are released from the muscle cell's endoplasmic reticulum. Calcium ions allow a series of pivoting heads on the myosin fibers to attach to actin. The myosin heads attach and pivot, pulling on actin. Each pull shortens the length of the sarcomere a tiny bit—about 10 nanometers—and, consequently, the length of the muscle as a whole. After pulling, the myosin heads release, recock, reattach, and pull again. This cycle repeats until the signal to contract ends or until the muscle has fully contracted. Muscle contractions require energy. ATP is required for the myosin heads to release actin, an essential step in the contraction cycle.
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QtNwlzm3DKgE5m5F0umwz2+VKpVcg4Uh1KiUPI6BqlLXBri//47PpN+3E/iNE5c6MkM08hE8o72zkzPzM3iJa5dvaZer6sjTSmlHJxSspRSSimllFJK+TnITwpAc+i80+mAmdBqCz+Nj4/TNinN0rdXalV6NgQabyoZWCXJVf0Y/wQrZyVbdYo6RYwEygPNQ5rVR7UfjjfJCwpyUispCSwAF+Jf6kJ/4ZBnuV6rddDKa2lRZrXF84YvIdEKPAGhuiaM4z4L8OV4wuaEOaB9mBfFqX4jq5gG75L7xynaKQj6lTDqB4naeoFYVOtVCC3BpHDQvzSIU1cJK1Elwik4jP/87STrZSCNnIZRBU+euLiPcnAwrOCevV5cGxufmZkB5xSqGVZXr15drUa4daXiH6TQc0odSykHvJQspZRSSimllFIeAqLaD6ZlBEUBUeEGf6PRUJ94+nNz1z/n+2GLssoB/gloHYwSd28hg0eKVZXsg48Vi1KLKQ2jPERa7oMXigXxOY2NHgyErji1dlOfHDQdWUeu2CCLPcC3oJ4nzAKpKhGqR/pJHPZTMA1PTTxD8uUkGRPTI6lyrcAlcRJEIc292r3u9Nzs5BiYZ3Ufz1tKKQe2lCyllFJKKaWUUn4Ocq9YPwfuaamlIL7X60mC81rNeWxNjwifsl00AzieuKGYXVqaagNcljp9gLxdNLJWiuzvNVOhvSRX+X0QlZGWXYFJDG9bYKSdmPVOsSZb+uAj2RdZisby4iU5lqIVENbkBrGeVdGUehOygfd8MNRE+1aUFbRNKW+Ey+t1UdCAf6LkyAX1+rJ9lFNKKQe2lCyllFJKKaWUUh6MUqQENnugBqHSIF0WnduTbTlKb4LMI0WvSrMAu4FJ/VGE+Iu1MTg8pzZRBchIOH4fnzpn15RrDas2oaizjV6Ys1jj3TXIL3gBG0Ev1PBcRf4gd09SWyV9kkFCzHDRFV4LCQrJUvbRLDyzWqmAYeIdtVqthfrC8uXLSsOuUg5aKVlKKaWUUkoppTw0RF1HNJd84MNVKbAOM5HvwZDqQ/CxP4f6lkqlQmiu2R7VnCwx4kbF48rw+YjE8K4AwUkbRn6xlxfJiSqO7E+pt1LLIX7+ygdR3Ytea5+i2JgacUvrRt6iZSrtcWGq8bgGXiuR/Nnv+1hhwWLa+Ezn41KTcl6rqvfKiVaMd8Fr8iG/WuPjzZ+gi5RSygEkJUsppZRSSimllAepWPCqkBqwmGk66H+idlBE8BqzK8criMHTzLJI7akWw+/6L0VdSjoqGK6v2AgVgTMsxSo3LBMo4vLck9o/iyzFnmnvqOc7Y582suaq3FBSwYbVxrG/avmJyxt0hdkJqrcZtkkLcrfLPUWxkfVMlFOr1fBnu90uWUopB62ULKWUUkoppZRSfg6yb8unNDMp0s9qNMihwUwddGDQLCh6YdF7xNKGNPNK1xhWi5oB9Sxf4vL8n8P4X+uZZGwnp5PJsRRXSAaSDutGmIExHeZpOcZiT1B24YwiZXTbkmMMn8+8llqslqCnkf6pCssSEstSjFXeUuxuNFEhCw289wsKIQvNpdospZSDSkqWUkoppZRSSikPLkldHsviz17SoxcK06GApTiTnDFDxoNc8oGPt7tYoBFJFZLFqlITLxvjyxmMHpgEhTmiogjcHi/ebinRM62+wn5RMzbV9izlPU8Zme8lHU7xbm8dRQNtkqUltnqWqLDdrDuQkJasMlrhxRSNeBdZQpVc+yxVf5Yg+VX88zLh/VJEq5RSDgYpWUoppZRSSiml7AcZ+CcUsLL6VzjjwK2/xkkWEdjrJnr9QZCuMAijMJqemd6zZw9OGBsbkyQbHlJrjnMiZgYmzm38i4YkHYqOJceDweXyqwtwlQb70pi8qVG20EmDJeTYhYp9LhWieeVCA5bl/WFykmZ+JiraViBj+lBWfaHpFPXR0iwnY45ZqRpH7eJcZk/lqVpPGUjqk8zYeGK2MjmdSZpFIACvU7uyoGCWZj1k7KftDKrFYmyxRNLKJEzEubCwEDSay5cvzzVXjnfdd9FHyB0pvmV9ZO1jPIHRzxhWLh3Wcf2klSmllPsiJUsppZRSSimllP0glcroJVVBP/8EvAPak6wmtaok/wsjGncR6lUrPqytA1iNvfP0QrvdDugi7wZZRILMlUJLDobFZUQlRyr0p5H1VO1KzkbL4u8ixnUFXE63mTgTq5qwuguXQXbmVcxh6NyNFE8Hw+oLK7kjOZWIPT4gY8FQ5feh4ti3WCuvdMj9xulT70MFpLWSEgxV0zLRnHKXYIgyqf+MfVJ+X6ofFt+dHrHOSNpRGV+h0+ngUxJNRhHpk5b2U7dYKaXcRylZSimllFJKKaXsN1HVBP8k7KPWQnUdDN8U9rr1ZrNWrUnaDdmxjqlCcf5PJm3s9HoAp5FHh3GvrxRFRe8Y7DOfSRHBu8IW+EiWQh8JWoXl1ETKFqziYiR5yLEUPU0VOHqyRfwj628pSo5a5HQabpQSQ98IvkTVyBXiF4+8b/Eny9xshbUp5JI0tOXo3ZdiRJ6lDN3RvlNmd7G1KjK6dFScg5EPZUughiQ1KhrbGlQx0RXKGc2VpZr3esdSSvnppGQppZRSSimllLJ/hJBO0STh3dzcHHGhBuDCaf0kTtq9wO9PK3uRS9Jkfn6+64WKiFqtJo7UtVqQCkaseCFYVNunoiJFQORwmo4c0KcU7ZRcBtztlzQzAxvavzcX2lheqYnulSMA+qeWb1svMD4wQZbOpVjnpY7kAgmEJu3JyId1GWNhM44sM3fHItkLsojJRfqR4xv7KNxfJm8zCAPtIRohWowBJV7YCDKwFF3Zt1iFDD6pLXHerEsT7+AIeqAGkaMvE9g11Xq2nGL8hlJK2V9SspRSSimllFJK2Q+im82q4qA+hE4j6qQ+wPFu4EoB5CdYMPQJFp1EGd6+fbv6n6iZDZ0H+OfAOd4AeqtDULgcuCHonPtSxO5FsyglFSN36+n3kqMlaeazYf1SijcKTVYWPJFWzJqrWdVNEeUvxVJyEmSeFfYcZUqWoti7jGQUxRbjwUEAgyhMjANSrhBbrNIn/UlZShQO+CcYgujfGs2c/kTfuNJUlzmN6Pd96NNSozChrV3OWcj+qmEYVMFClmLPZDVUxTfyvqWU8lNLyVJKKaWUUkopZT+I3f7nVjRZyvj4eJBFEKaQQwDVkcPQGx5gHSgQR+g1zj1s5STOhLvNIcXA6EzcsBdHavxASCaWoij2zzTLtq5WaoTvFrPKaS50w3yG9+ID5lznWZ9wiRwmzqBwRb02fJl90qVQeDCsO9IjqjcIhjPBZxVcND9TxZEbJnXO6I5yFEXPzDVs7o3YLyP1Kkr2GOMLPYFdxb8CgWqBy/vY5PQYP6lOQxR6nqXUajVLfvirWnYlWUCF1Hu8sJfqHfWpS5ZSyv0hJUsppZRSSimllP0gQ3qGLGQtmYbu2QdZZsbYY3tFonoaUWNYELnQ3QtLSQve7RaF+/36fVEUW4gF6HZ7fshpxPgwWJaSDHMhpQqJiR/gRkUWthTCZTHB9DRlOEU0bFvAGVagv6aZjVma2WgJH3CLjVOspK1qkVTkyrf6EyNDSpV9FKLcDJ+9bk8bEH0DrLVWq8il6aKyqOeFijgcbDQaoU/2Ema5IJe6UZiFgFPC7IZda+xb0wZXfRp7qeqmLI0JjCVYKaXsLylZSimllFJKKaWMltTnD7+Pn7LtHYVREHo0GrowqFRqOAJ60u13416SBkk1qkVVl8YuAB+JU5d08b92ewHYuFIBKIzAXCYnl/lkJ2EiQYoFYVerdXGerkQoPjQhgwkiqcBRKGwVCJYtWJYykp+4wOzoL21RZr4P2yxl1wI6W66il2jE4Vw5NsaXFQ2vrAg+5xtTfAT7vCrqaKHPTpYSBouZWO6LCsK2m6UlVkGkjSDHg0VLNvuAS9EVEICORFUQX3Yyw36atLqdSTfuxL5OelngJMD0Qquz0JrbsWMHmghXjY+PUx+C72AsK5evGFm+pdDUovCJ8EUjNavmRPVOrAn9UlKvIuN7tM81skeVUsrPLiVLKaWUUkp5iAlthIJsJzvJcvPhs9Vqzc/P40i9Xm82m8yqkYNHFlHl9oBdtp2c21u9jzDuQS6J8xZEQ17ImdE/HlRa0ZlMhfK9L+QjcVFYCXC56wAddtrNWh1HquAjlYjHQ+c/o0rq7XJwFRBdX5JfBGkQdbp98JVqLeyngOMRzomTuN3t4xxvPBONjU0ALfd6nX6fuginyoNQHBUG9RTU64KYv0qNBhL73f8gUJd9vso07ndzugJlIDw+MMqSG6YoPfH2XWnm7UAyoPEA1LXakIRBFnZHrYH/xBlVrxRKMwMqvXuYsRQWovZjMzMzDF5sVStqccTaauABHKdFnKqV9JI+88MEzg2bVInLR5qkAvFdPx5Y3FUCSaCojEK1NKFPPpMzA9N2C1i8890Ft/HHSBUinIVewFv7psBbLupY8L3T6eiAJeKXhop9P0rDSrWOAmfnQFyT8YmpemPMEykHkotXW61WZmbn77ln6/T0HpCTal0CBKOnxR2xwgLvRb+anFgmseKy/gEaHEgayqjXEW94r4ryLDjxFoBs6lhq7wYPGIjLURJHWVg5Id5xgqtqgzDZAzWa5h5lK0vYusWIZItGaKWU8lNLyVJKKaWUUh5iwnwI1oKImGA+E/zUaDT4iZM1C5vaewz2kjNAFvikctYkPbdxfpBslxJuedQtXwQ24okrIaBcpx/TzAbNNbswH2R+I0TPPhN5iPPj/gCFJx66J5LjAmRm4GQMVA8knfbSXr/X7YoCAegUcDCz72djV/ybFUifEQ++tSWTXdiDzgBiq82w55CE5NQOlpTqHnliktOrRoXfs4bKO2a4UbqCNEtcqB1Jk704EwvYDftsmBstpvIYqdgZ3NcNsXHbUFq4Ho8D0VK5YUUK75Lzp89xoVHdJs3VP6vPUCRi/ZLzNR9wNhehS6TGsEq4yuzsnXfeuXHjxqmp8Uo13Lt3fufOnbt378a9JiYmK7VBNIXF+gvpcDffdqtcMj4m2jqJESeEFrWr+nnAmUhraWayNfxahyIlFJ/aWu7ZLtRPFrNq6lMMmQiWUspPKCVLKaWUUkp56ImqUKy79p49e4ikiTnUrL+WoROKQi51frVIguwlh4MtiDkgJVhURQwESKyfMoGJwPp2u93tdlOTNl6zFtLxHU3T6fZbrZbHhTX6CfBXq8fgQbrIo3B9j84YVilKzqHGnCiILG7YE0dqPDEt2f5qSYWCUVuUKhlcplLQ78NMYXC+ftL6KAdhnWfX6TAxsHXIVV5r7gz0561zMcEWu+4wS0mHaZsbZjt6fq4yRVC+D37iDJfLeWvwytx97XOlw/Zj7DDOeDTh4MLCwvz8PH7au7cB0oLv6If0RcnxKJfZ7Dmvq2EJouBJBqeJ10olcj4CG13zrcOS7YHaDUKTGkWbyGUsJS0I2lOfCNdKHlJP45dqulJKuVcpWUoppZRSykNMaK+ve6ipj1sK5AEEQ1daZtggciLCTrLItn7Xf2A5Yw1pVLtijfid8Zw+gI03uAevlmDCT/qCFHtJb+Ae4I34aZGvu9fJsKCpVJFFPwFlNUFmRqVRlVgam9ruPWuVrK2UWkYVsbI9ovhbPy3bsVjcfto/LSGx5+RAthZoe4RFt+onUwT9ltmkmckZWUec2Zu5AkXJ1X/k3r9cGyy2if3UxCOBcfcXHJ8ONEU5bcmiFVZWTx0dxfbP8To3zFLsU2uVbFKd1Ki8tKlJM/je0VV2797tvMc8GmrZsmWTk5MMDZe6mF1RVRaB6P7c8uXL0ffm5hbGxsZQBp4+EbZccX6iIM8pNohWtdhViizL1nzRqjBa5E6qXCqllJ9FSpZSSimllPIQE+sb0OkwQXmP9l3cwtSsfwQNs7OzylLqXrjNiatIZgBcAK9xAuB1s9kMMmdZt4Rx0QEhi4gz7tPMZmDrRXcRQXLhIKhuzqXYGcWIspRut7KwsICWTMXZvRpkVkaK5Hi+RiImBlV38CBLPZFm7t2a/iLNrID017wiw4uylEV7HuMvrpVPjeGfvdAZuJ8rPDV2QW44Xi3FsgVboL1cqlHIE8IGZFgq+tBrowWZnjAwNle2fKuIGHyPQjcMoy1LUbSt+ivc0Zpd5drT0kJ7d1uNYDi0ce7Bk8wvxV7ihrlNrg3VXYdHyN/QFce84E90LTaUfIm79t15mjUoZ25ubmbPXgznFStWYLx7MkPvqwFbtg+Ve1lhFtFY3/hIiqL9Tb9XokVnNh0drpRSfgYpWUoppZRSykNMCCMAVoCJW62WOhMDlKQmyBJ3/YFRcA4vTHxsH3WDpiUYSM5eL/h1ysvk5GRgIkcduERlIOB0+t1E2ZVgSjYFOHkCFVnpsNcHjbhoa0ddhManIjNR5qBu4kyEwjDEFvAVsf4i8rsPihFF4XIwXWQp6fCOuDOspgivc6jaGaLiDLqlOsh2DP2uoN8WroTNDXMq9MPF/XjjPa9wOQem7VNbZrWUn8xig2Tge1CUqYxVldiTlSOFJhiASjpMUXJKCfyVYykjrx1QUDcgk6AfGLO2JTmQ6Y1m1XpoNx7XCF1BOqg/fmp1RQmDn9atW4Oy2u1uo16z70vfheXetqoje1eRqOgRjeqhihROTTmL01JKue9SspRSSimllIeYLCwsWMMhpw64me0WdzHJNOg9H2RGR37Xv0ssgp/Ac+bm5vBJhIQv3OxniDCrPTiwxXuxs90WHU5iF1vc6TK4Sc9mJQAuS5CHT9ViKWIjCSE5cRkC5ksBHtUGV4qiYV75nQA0HZg5uWDYn4FiPSIs8QgMkhxste8TZY6E+K7glqBHqIuwWhpXCFs8JKNgriuwiHA43LCtj6oEbfWCxVsu+VyWAea4lt46p7Gxbzw3CnJQPsdeFm+Ujm6KdFghNqhnIOqR2PNbZ3xCSE4wZkGDwyw1CvtVo9nUHqLFsdtI7wqjVqvly