Which of the following is true with regard to mutations?
a. Mutations are always harmful.
b. Mutations always provide for beneficial changes in an organism's genetic makeup.
c. Mutations are chosen by the organism to improve their survival.
d. Natural selection determines the types of mutations that survive in a population.
e. Mutations are caused only by harmful chemicals.
D
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The main source of energy for a hurricane is the:a
upper-level jet stream. b. rising of warm air and sinking of cold air in the vicinity of weather fronts. c. warm ocean water and release of latent heat of condensation. d. ocean currents and tides
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++F69Z/YuKe+uGmJfnkl+qJdS6vnut6vzw1Ie4FK/EL2wd/+bzXF7x0KPrpJPlL9xeic7+m1+ryRWxw1/VkXqMCG562J5cAZhPbuPE25bMv/eazuHidjbOIBeQ8brX26nzlE19/aR8+8XNSXBsKPJcKNzXPNvZfXh0wAIYFt6HWCmgmToW8/H10TxuvB0CTG5Wm6QYD806uVs4m9mCDv/4KrDpg+M0H/EbXT+hrP+jUpWklmgMZDlyxOssAmvF0QGL8NueMSXEDhNaDuFFJfflcEa2oa4k0cYPoXs3wJdokqI6/uMkfxI2Zt0NMCwg6om9c0AEMpToVcnjiZeETBgDeAK/Gaz7hnTfefENdxPVqv7Hj8HI2mHADcjf+hXOlZUR0TNvfhDYS+cTWwKdTrQ0+s+EUSuMWO1zLxQiE972LyDBEMEWuwZVgJO7VKqkjIYlnfBtTgOX/AnuF+eZ9ustT0vjYGtdz9korUbGmfVNggB/CVQb3Zm7DJ+7pEtVc//J6Aj/ZbvITrrH54eqE2eIHgPG4zoW6wpz4A++u9pENWCT4JF4H37L2eZ5iPTS14wzFwBH/MFGXuRJWDsPlQVeacfb7vgdb1vwggO4myuCnkzzPMJ+9CF9Bg8I/heOr8r/uBX+gXhDAuv78TZNIG/CiwN8NZ/fUPT9rVMMzZPP6B/kJKQ7qxkhNslgsmqbBKrqONeg4rvn1T4KpPu/qubn6+bOnAXCb/hLOF0XxO/+3//wP/3//IJlgD+vWOsxvZrDjB+z9RBuYQKOHTOsE1gIcNEnabhjtJrlUi/Nu6XwrfSJVqmABYS843Qmm3ahEuoOyKkdyMeusk1aouh/qofGMtZmAPcRkItoU6fEdoumxV9xugS/X+KTDfgpk1t6Z894HXEKnVT4UirHikEYrMITGqtYJbXhunBhZJQp3nBqVZ8p4TDoMgCdZNjRbGQio9F0fMQRuIZC5SQPTGGzv4b9gjUlfrUszOcCBDHhc+hEfCbzyYcCf0Ng4PF/Tutb3+PNJniVanszqRevyQk1ys7dTJNqdnwfXD0WemgyTLk0melxZwgfBWHiRp3fuTZt2fXzcwgz5FgZX7NxJ77w+WpzW77/X9a3FTLY27NwuXn4t+ejd5fwUj+Z8jNfgfQ6wUR68NxbkKLws0bR+OlUHh/rBB2EYaJ6GzQERrFiqs8TwxTsxOG+HgClSZORBdPilkYVt1uLWy9nBRJxd2KE3y3kPiwZ4gL+9dTvBH8IfmFT0K9Ev4KXoCjdWnu7E4GIxiowpEqHXAlOKr8cr1CneQrg8j2cUg0nTtpB7u8p0/vFjvH5hcsxJcK0Y8Kq97AbbYClqkQraZiwPTA4ZIDyQAeP2Bl/hFG4+LZSxdNOe8QqGgfG1x2er+0uvE7OT4+W5SZrmicb9MXbjpfWDNvmia88WPZxymWRCuhzfJfVs7Qa6e5/KJEtxSQXQkDFarAYGW+iHqlyPxvnQB0x9r327GtadLXU+qmSWa9uHvheD6GkDvEwT+hvtsSg5jQAZ0vVJatpONn2vEtPhfSo/ybD75LIeQi86hSmHc1AGv/S+Gaz2xim7djwzuH1Y6jTC6J5AOLomrG+LTYQpwG977Cx8ApsivQwhxRMUKSMsoM+F58da9na+6LFuixxAIIE3p1/ExhWy7eGKfV4YB5e2slmqiZ1CC6jUdwFbQ1VEKCS0HjPuu8Z1531RiWxSGAIaFyNTuA2DH0wg8sB205Qx4poJraM7xeJsOjwJ/sVis8Md68g+UwWfvDxti9IUacY9qnyKdZoqzJUxidd+sEENwrpeSYMZDmkIVnm7icFFYOHVUGNOeKxk8XJxbc85EknIsP2iUi/1qTwhJt4Lw0eDAkTz2gUCYux1mfC4B7DEKsdJxhTFOKke/ACbLpnZgjkH0BTYUcpILG1DAOTjplCwXMQi4DEKk+vBA7g1MMdecgXHsOqmjEgqvN6kddRDMUlCVIZvjYmPeIC+w1OrJOUFAJ9xdUwUZmAj+qVpRPH3gPFBx+ZquEvethNtj68N+DDujeaR25PkQ11nWWJP0KjhU2GTjyMuCcZlzNjGyKPeYLSIpfBIuAMJM+QGLbSLf2XkNeQF7uSLwIvWifYbCatW4RUwTGo2EJ7+srEWd54npCswESLyNGxqx7/BUtFEV/F+eeAmnEkxKxr2iO8L18A2UzKBk8HzCgdDjzmHOYuHOzePfZw28T0zqqEYpWVwEKsBDuoSXJKeEeJHqgI7P3hu2SRm+fUS1h8TmPI0UnL/e4+7xXwPhBsxREw4HvqO9wtzhHeE6U9lBicSLiPzkcKlMhUEkxYYkdaQrwAWGCiz3+xIuE9BawMEzpPTwF0g+FmJp8R8JFiHQcNeaewrtWGVmF4JQ2RSzeNZPjuWL1n6tTqUNLgZviY8Cay+B1SH4cY7TaNvcNF43FQp404FgDU6/joew7JLH/b7QOqlaDtcBOj4KpFxu20eULg0ugTPw1vd9bW2cXMmtKca5s+D0MB85IkD5Rv4vIbfCArRwVp0Sx+y1nbYNB0/KjcJ48OAGRKwabA8/E/hWzokPK7Em8LCjqhkwDvBPsSU5+MEM2BhHHqX57JIkq6lYXCuS2DHfMQbmEepNmFz7CwCuEu4r5huzLVnVfwuvic+FO44NB0tLmgjphloCBYWCxjGBK6K0yzwelSu4vaH16BtgBEMPe4fcEWFhBOq4Awl8YWIZpgeEzgHOzbLNAy34gTzuXvs/oHglRfioS5uNDDILGLGRzzAVJvEvQQTKJZrIggsJ2w+rD1YoaIE3wamGvAWG89oQQlEImGo8GjYRx5GHn4Frnc9DKKT40zujtLWyXW9zEyJuezgRz3Mrigxb1GTDhsJc473JcCFisy2rsj5AWC7toeXgpWnuYMTjAW5mCMAANiXvoV1pKUGwhnaHgY0uEQu+65ehdtHRZbIfoWl2fdW7k4yvKDBEqIAYsLWN3xsOYX71n7dhlFJk3HWdB3moxW7VYbXZKiT7MG54CAWy/ZgNMZ/LhfrO7fGlcIyhIUL5zNbFKEqzcXpgCW/v589vGjffjjsTJK91J7Pevj0qZYAwL3whU4mJll7Alf4NGyxR8tmUqVw03i0cZbbiKKKxKQj49tLBYGkIDtOhVn1/X/17uqbd7PXpqN3P1yMx7rMs9WyK406vK3z3bRtvWsDLosXVxUGZnoxD1rJfBzSJGnWgOUyz0LXq825W5KreuHXdT+ZmCo3KoMHlPXaY1bTdGOssU5V3w1plty969PUy8bryus8MdloMe9+9HaL5Q5Xjg2FNdp3MGxqubBnj4fpbrp7gGUF+8yNs2ytt7IcmzwJFxdYV6TBBnvem7wk4PRdwJ6a7OnJS7Bp5uQjuxpkCQyl/c40efjx+vRC5AWmw6Qwv1I1zte2L00K85vnPID90aP6/XWfmSxJBjFo3O3XD4sKULt3u1WS7yaj3JY57DBYlHbaHe0ODx4lqxVsi8zwgC+b8+MOiAxf0DVqXOLmwVYC7LYwBPQwgbjvx2eqX+qj/ZCM5RAt3HIZ9vZDBaML9F1OQQhOHs8mo5DrYTkDQFC3DnUX1spnXWtlYgH8dESsptjHd8zPL4qpA7nALoD1q+scL2di7NABnvlRATc3JHBNzAgG/E1WMz/al8tVdvZwuP3SADzb9uLiVGbClCN7VAmbwqA4bP56BQNZz06BOJPDoP/x754+Wslf+ebO0a1eFarGGm7D+sQXmVovXFmo3ZdlMECG5v332sGa22/qAZhz7aodCTxMT9mG/+N/OX/73I5z+iASLEugQn+ETX0lNi82eR/Xp2Y35AY3bJq+MzyhKHkzuLyJom7igP6TNJSr4/dNGk38/eaTl4EV5WnZBD2Pj/E0fAlMVh/jy5tb8puglSQM3oQSI2i5TL0RV58k1OJneClBrkfXiUWiIw7cwKur9BBAOmB7xnKIjfHVOoZ6rCjSMM7Sofcgsyk8uhvwpVhEHTG13sTgiF7xu0SkwRqRgM6mfPKsGXpcsCM+9EAolhOhE1h+4FOLBwNM0ARxQ4ygKnKHJJImC0pqYPIUiSeumOJ98hnBZJxlEgqwGwn41eM7/JpYT+BbwHMHHmsGwlrlV439K/+9v/7n/8pfbbCMNGBeGm3GVX7QDb2Gm+/uZkTj08eXbG8ZYpXE9X9iK/3+f/3/+E//t//ZrVzC+j3qCWZfGoX9AjherJdEHtORnI7l1CjsQmdc3Yt7d9Jb+6P791cPL+yCr0eWKnS1mFsC7bGOa92I3cIc3cralXt81mDu5r1Y97KuQ20ZwYWDhLtetXzgSerrjjd5e6K09BfwfQ0XlMnJME+WYiXkjg6jTJQK19c95p3ERXad6Abwf4LT3bG8UwHR+TLX+6OklEQYmjiNZ8c0yuQBcr4aGHTIzcYuAy5hdcKt4tPjSU72ZIdRzngwVkkPpG9JnfHnHUGDaZsGJhnzdLLo+IwH+WN45Vp89AgGV4zG8s2Xs6NXqm//aHn/pC80bK7eKbJB+71drFJfFqYq4eZ55+aNHZ3Ux++0ooXpF03d17fy4tcKrKbj31/2j1RR0OnWI22+Pjp7uHr0fg+vzKVLFE6gUTsH9wM/gFcAQInn6vf0sKvO7otmGBiJ6ECh4LTUeIxHIAnHk4Y+LGZdXiST/QSIrV1YXMHkYMg+ey0v7ujz+wMseLvo4VRWtUt3i9f/0mvHH97/8LtzOB2AabcWhgFm4C76oU52zMIwdJnMiMHeNJgUNZ/VYGTVKIGDB9vCFup6SyCm5OiOOXopB+ec/aARjSl2fD3IxTm5Ky5wtsJdi975lQ0HpRlgTZUoKwA53uq89nDGgN4H02wEB6ViClmAV2UGxwfH7cPF8Men4ftWvC7Vr+36r7+aPVpgH4uiTIAalwzBqFnT/sH7RHV7YxnjwILRrpY2DHOOZTPK5Ni4nUzAOgAX143AHXYhwLFlaag73TbuvJWNDa/eEmOwplQcHebrxuHeYBeWPZtq39pRU08vDXdVjExX+/NT+EgsOcYSZGH61qaZ3sllpZP75+16Tb94UofMir2JaAdxUct6wHxiNvC6xdd/Md2biiHumoEhfiwFRtOAc7tuIHpN9QbDpykRAiiZjraG78Vf+hUerAzy5ASuWkz3kk0mAjwt4B32JWB9MjZZmbTLvr+wsICYlEqTygK0TQ/zZKwUM0bIn7t6uHgw+FruHuElZlkeub2NHoD0aRgcbJ8uSrIpEB0Lq0yzC2ig57PWdR4I2CQuL9KBgXo92Uvm5917P/R3bomd3QxYRo8AbWVqQ7fswGaKSYpFZJte1CJLSaRWyx7AOt1JhgabVvIAYdm3M4owYwv0QQC3uRovXWb7STaBGSAnJ1XEW2FIhZRque4kQyK6Z+gz8Gk3STeM14HPYD1qS+AeUV3KBCY6vxArz2JsIpCiBWN5Woh1PkSOICNfCpsi0HhGSnLeMhBQVKkFTgDBKsDn1IA/cdzX8Gdwnfg7XJbxFItXHy1+JuH/MnigQa7gZhLYPOa5cEt5/hXPPcgpGPLoegcKi1sFe8LKhPkFG4W3AeZODMMBXecLzLwxQztwvwKDYoMOrAAdBh5M4YZxZVwxIbfgRTGAqEx8cM/CJDyW2IhQKdwAg3gM5jJ+Qy8vsdoFOJrzRcVTxlzrccn8rLqFJxSjAt8Jfwwmr2BH+Cfg1eDTwJbwOnA1m8RAR8ACk4u30A58p4B1pP2SLwZrHfeQALH6IQIPLkrcIReY4A9Zon3k/AQo/DsSfvwDg4laAYfHfdQDHXQubo4elg03BKove6yZVOa5cb6X5OnJJkUsHgYSrOCyQHjayKYeMFPV2GBZJxGj4es3mVok95LwlPALrkRzbtdwWnjtFUO1vifuIzTwoUh1kpEfYpo9Zq4lzssKrrICzlK6zoo84aYXCaGPaxk3V5lM1CZQyBTejO4hwFz4eBrWp6QQuD6oshh4jGmSUJZiqBVDUZqrFOs8YZQdWNTqUuVF1XdWwc0NDhudqyTPUucdwK13XWfzKi2KAs+ODW4MkA1XeZ5WXdvjpfJcpW+1InvnHOdYuIPoWw9XbBJF49BgolSWAckRh2LjNwu8TluD8jWgrE0fPVew2NDzAYCs75ahc2KpJbd1BKZYqxmITmT+WcpFi/VTjsE75XwGkiZ3izAqiDeaGgaMpEfG7Ko8rufc6M1hN26fIR1wjzyGAhnJjzjbqU7wwfA41roIqRX2EWAAXm6CBTxilSF2c15wJm0viE+wtAQPXvGNTSMXa1hAUeYqLQlGiZ4ZE+ROSZWoMtU2WFJJWYHh8yQa63Hd+IbLWFXGw90PPQyL77GqLIMf15Lz4CupljmgMLDmKjiuQwBZzDRwsxlPTbP0deOyIp3XjYpHyk4ksDH4CmyG02VwmvXeH6/ExRKQT7yyQ9T/eAHfIWEw6xXsILaQOCw31YIRpMZ0AXiE/TGZw2ikkiwFdIGVwg7q4a4ANsqkabosy7AWV/O+KpP14GCOXrpdDvXw+NyZxAOs1F6++0P/1htyb5LUiwFOGRjtcAK26B48Zqj71kFSFcn943q+FgcToQPDKK+/Uh6f9B+cDPlIw16MMvPRGQis2CvkwV4CYHP/8fDm7WwY+o/m4eGOmK3UwyWPmuDHf+HlDK72/Yd1fSF+6VvFH783/J2P7CKIvyDUr77kP2jl/bNwHNSRFHd3/W6iu8HlGTHy7z9kiPlbr4qJUfXS7xWwV4ZRRkvHDldQVjyRHvqwdzfLjPyjd5v/03vD39yRzZ308arbLfN8LJdnQy6T4q0sfRMkZpg9CLMLmF3/cIWF7VctA8v37uaYyfljV4304V1a5HoV8pFIc/PoUb+e2fNM7h8lptJdF2bHcIZyPAUbB64L73x/ee+V6vWv5x/8HnkKPMnrXwtf/2UfsCI/UNMP/PnczM+HxiqQZA/LNsjl3J5fDKtC9a8UMJV9M2AZw+Dcf7DGFvj5b06XF/7irIXhHE+ka2Cw0rof0jx57esqv
What is the metric length of the 100. yard dash? [1 inch = 2.54 cm (exactly)]
A) 9.14 cm B) 25.4 cm C) 91.4 m D) 254 m
The Sun's energy heats all parts of Earth equally.
Answer the following statement true (T) or false (F)