____________ ____________ was the first to circumnavigate the world at high latitudes. What will be an ideal response?


James Cook

Environmental & Atmospheric Sciences

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What will be an ideal response?

Environmental & Atmospheric Sciences

As one approaches the eye of a hurricane, the sea level pressure ________ and the surface wind ________

A) rises slowly; rises slowly B) falls rapidly; rises rapidly C) does not change; falls rapidly D) falls slowly; falls rapidly

Environmental & Atmospheric Sciences

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HjK8iKx8S8ShF7mkZTc4rM9pAhfB67HpSFy2oHSJ7RnT/0zpVM6pd10Wl9Tf07plE7p4VMOCpLo1A0wGGhplYDBVFlbGJbbXBqsbmpQTkRHrAYe45JNLjomegbqwB50MgGACiRb2hjF+e3D8uTs/Ozq5q9vPmteyLw4fvWaiWJTK60tCrOT1wK3TAj7jIVaCsGWVkrzPEN/NSKSVzuVR/t/MKXiHLX7CEdp5sy7AqzicavaN3mjjWjQX+JOsISh2vDu2tR0RCI6KYfwxDq6Y9x9J5rbNdXkiHnnlCfuO8f6/fw7tySkZui+l2r273d7hlLnybJzH0cKwfboVk3p3tKh8RpO2XcxXod7X+PX2oj28MH1NaXP25+p/e1HS8f2w6HzT+nj6Uvaz1/a+FruFEJHYlzssqw3VV2DBZuECM5ac8vfZpalypjINHGfSBMMm+jLKIZUPNzTfmrGty0JTg5q3S0yBhOKiWW5kcWMS7bS7PP51ZsPHz6efL68efjlT//ftcb5LXI7h0HeZSd1nlVVZWEY3Lc4rK4sHsuEj/0FmoluhoPfxS3SMGik7t8fpC8Qc+9iRxYV7/evVhrta5wHkd8z7jiH1spOlz/YP95rSSfF/z7/7vxDp8PjNZx+8xjsxb3vC7Oe+ObTffXnNC7sSf0wWYc9dzrtb8nUvbgyvNJqU1kQVksD6ohVrdBARivLm0pOAROMZ5MnGDbRE8mgbNWFYSCJEQeZBBhtMbDbArkTzDIwSgQoBKDH6Aogk70HXunBx0ZWMbaxuKmY3Rl2drX8/cPHtx9P7pcPMp8d/fm/rMDHBkxVFHUxKVFkZHSeSQO3FGfa4jEK/CU4RDfXdV1VJToszA0209ZIEjGD/wcHF7ZybBKIj53PDi6iIMgDsjDj/2YmdtrxSNpGgOG6oyrpL9CSjeuhR3T0Z9TOCAbHSLONOptMciycTFjWpeN67UcrO2X1ZvZlHDDRV6Gnmd98u3To902EyUnTtC6QUvuVGLtf7ak/01a9P9a4jO2HQ+efaDu9tP38ucaXXBIw4G4FxKfFO5YyKQ3TG12vy2pVl6bSBeeWPbV86aoq83lWsrJUG3DkodlcQBAk7uMsTTTRUymWCXO0xkLAINH1uwJ1wZqD1aLNKJ1IR1MUZovEhJGYm7PT++rtp9N/vPtwu1yKfPHqX/6XWul1WYss71WJT0RopN0e7dzKe4Di/yvCs62ydthWIgDGfKXBAIw9lo4kvqt0bqKJJppoookmmmiir0wWfdEROUEyDmGbLdqycMtisPW6KikPOK1XtRQSGF+M3q2E0xZDr9dQ1ATDJno6gT0ORYVv1BGdhROdm4DzToMnBl5hkM3mVV0pi8CKnKEs7exuc359+7ff3t6uV/frSnFhZyyGcMYHdnAG+ASHgRNNNNFEE0000UQTTTSKQHkKiYRgBMPoz7K0IGxdqjrjAhzOKa6B35VbSptg2ERPJwhHxwhdMYZhhYksyifbLU6Tz4uc7GxUnJk85yiWuivZx9Oztycnpxc3l7e3xdHxq9c/Wxi2qqrlci0yWeRz9ZhMacJgE0000UQTTTTRRBN9BaL4XwGAEdlrAGBlWYNjDs2kIO7UmEd0OScYNtEXUQUCLZhkEq2IJKnwGSY0hhhWYJRYa0EC3JqxNaIqi8HOr5a/vX339uOn5aZkWfHzn/61VmZV1ZUGH55ZPrMTHQ4YtNmip9cxlJr0+SaaaKKJJppoookmOhBZblMpZWEY2YbRn1VVrVarWiu4iZb7NgPfwZxugmETPZ3QB4XFSVoi+HLuHxAWyTxnPAOXHAp9jGfOYYX99/Gm/vDhw+nZ2e39/bpWYnZUzGeVYRWGVABX9BiL2RheVSpDB4iPtqTxdTFZ3k400UQTTTTRRBNNdBgCL9xaBzmYxWCbzcamEMlWousfDRmEsX894llpgmETPZ0EqBtqgbFXCC0hChJOQMWF4UJnkmV8w9ham8uHzdWy/u39yfv370tVL45ezV/NlGYbox+Wq6KYF/NXFoApBZHv7Aze0cvFpJc40UQTTTTRRBNNNNGhiQAY+eSw15ZftRhsvV6D/ICcaSM5bcXHpAMTDJvoiyjH0A0tDIZOgC2MEgIswVQGuogbw04uL9+dnP7lHycVl1k2O/rpFybFsiwrBYLd13/41T6yqcGzIpo22vnNIDTzGBKPZ5loookmmmiiiSaaaKKnUFBHtNdKqRLJgrHFfK4hVC38XwYU9pg0YYJhEz2RCOWjJ3r0vQnRwpy5IsAwLkmYtWbs8+3Dbx/evft8cvOwnh39kTOIMr62+RXTPOM5ZNtUNQQmRstHTtG+jIVptgjFzGAcragl/sI47zUAxwyR890Y4nSxbjm8uXZrhorCV+lfp1qSvG431UShyYbvi25FA++7Q72HpkkCOVFMyThy0zyZ6AXQNA8nmmiip1HgD+lP+thJpCAHs2CM/tScdMMAfRnPhpIfxQDJ8Bq9KUwO6yf6YhLkLIapiomMy8xOqkqx+1IvjkTJ2OWq/nRx8funD5+vrkqt8sVrBTG9hMaIzBaMRWG7QIYmktF5d6S9Oel4Lngz0UQTTTTRRBNNNNELIQ+o3Il8lmVkD1aWpU2DkRhLHEdupwmGTfQFZCAoMwhwuKm1qWtjJDcZyzNxWbJ3pxe/ffx4dnO9VJXmkueFEQXTGRqPtdRlG18y5OzQh0uGLILHIqUOItr+55fTFpHURBNNNNFEE0000UTfJZHyIfMOOWxK+lYWhln0tUYCtxz+vlbj7GiIJhg20RcQZ2C9BS45uJZccVZqdr9i96X6yz//8fnq+uLuTnExf3Vc5Lm2qErRWQJEE9NOG9CVg6qM4NyTgwqiADkZWJxpcDcTaktLqFx8Brjcs9f6WLV3AmMTTTTRRBNNNNFE3z31le1DmGZSRyzLMoZqT6tlgmETPZ3spKsFr5VRdm5mrGbsfKn//vbdbx8+3i03PC8Wr/8gZF6perOsBM9ms5kyzv+hQCQGSo1gSobeNQwoLHqBGKZ4TTAoDhHGIgGZh0b40w4hGnakPuSbMNhEE0000UQTTTTRD0JxgOZAwSdH+JXEZeJJXOIEwyZ6Oml0ksgErxi7vNt8urj6eHbx+erm9mEzOz7mMjN8ZuzPGl3X2381ybzgWYP/1U4ept0/NA8DgRiandkV4IVmA3KwIYHYnsOGTUqJE0000UQTTTTRRD8aOTUr75ODLiz6gjDNEQYjGEa+OJ5QywTDJtqJBuWtmvOl0g+1Pr++efPp5P3pxX1Z8WJx/C+/ymy+Wm426yoXcp4Xs6LgNTOoOMsF6BmSnAukYeQ6Bt0uQpQ7UEwEONXDX62/v4ILjUYI1lJKnOJDTzTRRBNNNNFEE33PZKGXRnJ+DhmrqsoCsPV67Z1v8y8/rJ9g2PdPhnXdpm/JGYi3b4ETeU7/BWVCul0ydrYs//nx5Lc3v1/fLfPj18e//LFmYrnaiExwKedHs8xwO2urspY8mxdZpVVUC2Axgf9B2RcjtUIn0iLtxG3BwDQ9LYzUXGM54NCjE7HccPcuHtq5d9ONv/pHaFJKnGiiiSaaaKKJJvpxKEjDCHTZlKKEWZ628UHvc06eEicaJm3QBCuaG3amdINWUYo5lQGBleRMMjcBWa20xTdFYVFOaS8zEFytDTs5v/l4efP/vPlQioyJ4+LnVxbwbEqjmcplYQvD/5UlOTuccW3U0hYumiBghrtZDjHwtHOtESROGgEYSHsjr4ow9UmQ5lxyGNSLBM8egLI4SIXtO2utFVzDmlD2V4hCBqI24V8YMRjVCPcdTuORyVm4Cdcu5lhXDbJ93fxqousEdkuBOh5ilBmfzXTz80ShscRyAo0TfU2a5tvLpCme20QTTTTR06jSCvitDNhhy0mWdbWEIGFrmSHTClmaDTZwkn1ylmPGeS+gME9hD55g2PdMYYKQ5IdU/iioHN13ch6SmCGwEYBKjNK1nSd26knwSC+FFPZPi59MLmrO7kt2cnn19zdv33w+F0c/1zwLpTVeDQlJRbXTDJU98y3egojtn7b5o0cw5j15BN8eAmFVeH2N72b87CeZHvfyQQORpB/pwxQdVBNyookmmmiiiSaaaKLnIgrKLISgKGGbzcbeSTFp+qn85ATDfggiZIJhvVnjjZA18IumlcT4yZxZLFaguh8geJIdbbTJwLyLvTm7+etvbz6enVfGZEdHqSgJSTgRKRz6PI0cjDsBF0q9jBdXNeKgAWf05Om+cyeI1EwIVL5X+jrBnSdINtFEE0000UQTTfT1KTjhIHswS8E9/R5pgmHfMxHAkswjMJJQkSDIdFUTMZdm6ETDC4tAFKY4oh/J31zc/f3tuw+nZ/e14kUh84Lx3NQtwVr/Otm2tKQrXAvD0p4SzdD9gXqdVu+eEM3XAWCHLnyiiSaaaKKJJppoohRlWUYYLHioJ3uwJ4cIG65lj2VN9AKp4eWNV8ZDMMZJTMRZG6DYGSZ0ZTaq5kLIGWCwtWEPpbIA7NP51Yfzi7XWs6OfZkfHpdabTSW5kE6tMMZF6TkawapIzBWss+C/TnYnCD3RwQMhwUZ6JlxBmvKTIE3TGwTbM5PW1f1i6uCx/S7Lrwb2JppoookmmmiiiSbqUFEUpIu4Xq+VUgJpgmETfQE55T2yp2o5ejAu/DEIwCySyWTOMBzz5Uq/Pfn08fz87+8/ZrNZdvz6WBbrul4uV4IXeTHjtY61CpuqdgMPQXuw4wu+7xq+W7hJ/CRMJ8PhpGH9P19++RNNNNFEE0000UQTbSettYVhFoPZlKH/+kOwZBMM+zHIRO71Gm+AQWoEsbrAlwuiGJMDAHso2efrm7efP789/Xx5f7/46edVpe/XZV7I2ewo47IqdbXaFPk4NVnvkCPYhpnGvaBzIqK5aDCYYDrSNtScPCeathyssRkTrA1dDmQb5t7lwBhpwmATTTTRRBNNNNFEX58sACO3HJaTDO7ptR5wUvAlNMGwH5EwlJaLsKXRBgw8Y4DbQbE2TBl2u6z/+f7tf/7+7uz2NjtaHP/651VVy/n8lcwV4yVMyzoT+dH8WNer4UDLI1vktRX1l4iDviZumTDSRBNNNNFEE0000XdJq9WKMFgIIMYSjhW+hCYY9r2TYQZiFKCsKXMOEcEDIhhdCc3MRlX2FykzY/EVY1fr+u3HT2/ef7hZ3muZL/74R83FWjPFJTPCVPg8z2ZSQlmVQt1Gp9DIInBidOwLkTXX7gbagDWGZOgZHwRc6JUmkpgZLxYLcjCndqhDHs59nC4sCKKe25UDryeEBo/2PJPZkJPFplXkDEdwHmKihzLp73Dd9Gt7Kaac5zy6XEOGjt/ILeU8wQNKQ/tUaZ7oxdEUJ2qimJ5r3MfaTkzzc6KY9rWPTfsh0dQP24nMvYJfRIau6ilSc8jAfDc+odN4iPWM44DXLKhqTTDs+yc7/hwjZ0EEOWZqiKpsuMxrdJuoZWHz2Ll2d/dw9bD669sP18vlw3KlLdDKCm3xkZAY+tjOU0GYR2KMZKkRDPEvtFUMgZkT8MM0aots2IRsookmmmiiiSaaaKKJRhOFV2YIkCxZAEaeOb5O7RMM+85J6QqQt5AIX8B3vZAgcKksFBOM3GuUip1f375///Ht6elNVSkpRTETeWZ4rrSBsM3wONplabC+EsxIA5jMtEHQFolNI/Nxf9Jfzh4sRFwWGGuZriXUhkIn7wgRUZ/PiyIz95NAncqeV4+JJppoookmmmiiiSZKkY60tyzPWde1xWCr1Ypn8ivUPsGw759Q0goARTFwwlHDBasMAKqKsbOb9bsPHz+ent3dP2yMyV69EhZ0SZgYFYAwOzMlClARwgF244J8Gwr7ow5SrC2CqVTUL+a0ASP1RWPibAKdcnSe9UuFBc/0k0xsookmmmiiiSaaaKInEMnBLLdclqXFYFVVoQ7Z16AJhn3nJCXAJ82MMvYfaiGCYAtkYmf31btPJxaAXd0+lFrzbJ7lhUVe9ldT1jgDhQSbp4wD3lLBLSE4VgQsRwDM8LauYKxEy3pqhIE4ybWCb44oSxwfzDk/FF5u5v0iCkZ2Yu5Z58GG80kcNtFEE0000UQTTTTRLkS2W5YsBiPviFrrPM/VV1GwmmDY90+IwQAtCUQtCv/988P5+5PP705O17WZHb9azBelMuuytOhJGIqnLDKeCfuXNugXkYSzgHQsmlOclAA1oLqItvg57PmiaN83A49Ed1qWkU2EZtRFDDKxyL3HRBNNNNFEE0000UQTbSNysVbXdYlkL+wdKaVlfb9C7RMM+85JGXSTyCVHdcS79ebi5v7q4eF//OXvtREsmy2OForz+02ljZTZXKtqluUAZxQGFNOEukjupA2KwuAHYf9ZLAaYDV13AO1kG0bahgiWgkkYEsi4YjmYV0E0DQYzyVomvcSJJppoookmmmiiiUaRZSCVUpvNZr1eg59t7zvx69Q+wbCXS6Sv1089DboWFOFZyqFYpgQZhrHb1ebdx09//f3N+4+nf/zX/09tuGKSaV0zWSsAMmCnhd7tpRCVVlqpLMuk/V8+q2s4FUBpE2gtgqtEBgcIhj0VAKF7+qF32TU0Xl9KJqBQp76onVqvcI5AmHbhzYzz82G44E+L7czRvQm0Xw5fh3SiiSaaaKKJJppoopdKlocktxxkEialJGA2ij8ksYJNFf4JzslRdqCR/8R7KGAwrMMaTjDsuUljPDinlxfLeWjwwK+G8AOJqcDIy2DhBUGxtCH4RHjCIiebSWQWEohas4eyZDPwR7/S7M2Hs7/98x+fLy5lUfzyX/+3ZaU0SLgk+j5kM/DJwe3zsyy3s6iCuFtgGGbhTE0hw9H2CjGXvWvBGveSK3di0NEHFPijn3wsUiIMKRfe0Mtdc41Rwpx3fIJPMsxYd9NZkXHyqUgRy7iTpCmjZMZBfRJ0JSU39hJwI55q6BCXDOAahxd3epVo6uZfxvtpRCVMyVxDmUd9aFhnmGtec+0a3E1ZCucNyvH8OHY7z

Environmental & Atmospheric Sciences

In natural ecosystems, what types of organisms feed off pest species and control the pest populations?

A. prey B. rodents C. pesticides D. natural enemies E. insects

Environmental & Atmospheric Sciences