Discuss how natural ecosystems provide valuable ecosystem services to humankind

What will be an ideal response?


Because we are part of natural ecosystems we share in the benefits they provide in supporting all species that inhabit them. For example, the food chains and webs by which energy and materials flow through ecosystems provide pest control (e.g. predators) and pollination, which is a byproduct of the feeding by certain animals, mainly insects, on plant flowers. Forests purify water moving through watersheds, control erosion, provide complex habitats for species of great economic value to us, provide timber and remove pollutants such as carbon dioxide from air. Soils provide essential mechanisms for the movement of nutrients in biogeochemical cycles and their fertility is indispensable for plant growth. Finally, all aspects of ecosystems provide intangible services of aesthetic, recreational and cultural value which contribute greatly to our psychological and spiritual well being.

Environmental & Atmospheric Sciences

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The boundaries of the Köppen system (as well as other climate classification systems) are

A) very abrupt corresponding to air mass interaction. B) determined by latitude and are, therefore, only estimates. C) determined by longitude and are, therefore, only estimates. D) transitions zones of gradual change. E) abrupt, but variable throughout the year, migrating with high and low pressure cells.

Environmental & Atmospheric Sciences

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LpWad5a+ZjnHhv6ZYP8igaE0aEuode3XKSAc0ZirULeSrKPkBYqTKjQujBRN5r1ylxhAj8cqOgXRbsH+5GOHj58+P57H+gGv4zD/aNO2qMdkctUB7dpm7582vKZbdqm36m0AEThiirX+zeDtWs8m1yMh8OinAhZpxlgcUTQuB8pGwP0xGgC1k3Exseywt3cukJYpGk3r6GNvSbm/WXAWJECFARIHXXOy2LUGKQBVV3WJWJy0sRolIiyvAMwPFIsITIkdpEsoIA3QkaIdBNyG4XmJibGfX2DRidlSR4F0BdX2RR11RQklgHukWUZ+jmDXEWDBAP1lSLa3hZkIARrrjQEw5YcDckAHzhlcfbmBoyBUTKg8HI+gzSfz6GE/X6fsTiXE4qNCAaBoGbz/aJAkpN3Uq1jeHw6ncLvZGIe7LYqkSVJPSmLcsaWG5DVLiWSbjF2kbxP2jRsAd94nT6rY6Us2eA/oNYxNC5asaMGSIR6/QhQsBN1VVZzeAtv7jZVLHWOFDIhgZthI5xorYqIVTrCTXsSvllznYZMgaHxkUQyh3HiAe3EI4y2LfHIO1ldSyAjZUk2/aKomxINi+vGtYunBSTScXpcwuF1Po9i13M8jC2L0CqyhZeBFQ1JV8jOwRDkQoxLBkMG5YTvf/Dpp5993O3l3/zW7z33/PVGl+cXJ51OR1Bro/QJRyZqtSm98EDgcw7hbAtxCqf6uJoWG+SOCPHfG/2bLZ0v/mqchEosY+UN/s0EbwMwD/HZoF6pS8gipOOQBto5Wjt1LNWLCs9qq7XYoDe1QZ/KNGtlM9ZGiViWRqhM8hbl5DOS9cGEtTonWbDS1nYdBqex/Jw/3XVyD+jQNddxklAo87VX8B5bHrmOz7DdGnfBMlFpVvmJFQavl1jIdXIt5GTKenpwBnI2kX4s+x9Y0j2zBHElMf9fZU3olwXbl3REoTYRCWkFaleSZI52iJwTFRSGC336+PTO7c9PHz+cjKaz8/NyOvs7/4f/ppP1ydWB1oHCmzRbgrNNX2Xa8plt2qZtcuAmBHm4tNVNNZ3PTy9GJ/P5BKBLp0mbVEWxKRXqHpDZg4kkqzTEOQoByMCWED9pKmha+s18Xi3UHmIdocm1RjmJ0mizr9BOFZ3g1LAso0G8irM4UlmeJHFGO/poBhPHajZDWsW6bOjReDKfFQjBYY3s9XrAG5hRwIvyvIuLOm4uonUN7RAjh0ojEs+Qp7XEyk+sFAW3GJXDbXppaXcuki3VMewtzRhgGuiuxxiiUcVsNoUCwHkUKSseQb5k6L9IUL720suoYT6fo89o5AjNaDiZTEbkCBjZGjOfKGKwoGbTAngKNEKWNnB+NryAI/zb398XzkwIKsE268xbkE6wlQwKahSpbEnr1QxBj+1iQiAN/QkMDyVqCuVqGshLXZfzeakUC0BKBIqKTKWgMWW91oUu+SeQLP7ifXzSIAJiWypUC2vI2xwrE1oPE37gab2QP2g9FygtkZ1OZkRMRLG2QJo7irETb80jHF1o1Dj30phi6yxbhnpuy6PdEgRn3q3ZAQBnRggcieD77//6hz/8wYMHD/7gD/7gO2+9mWbxeDyEslX1jAinIQfExKlUA8XWzhmGA5HW0jpmgsVCnwDE6fX7CNjiHlyGJ5v0xDx/oM144c+jaD1fUpv0vkI25htL29y01ZWj5uPujpwzYJf46aouwj+dkErUplkrHpBy2a+3Ozp3D2uOHsRrJ57Q0rpua0jTkBkwO+gKW3lRP3aTyBbuy0f+tWkdYTwDn+cpTi+khDbP1XyE3T7ytHZRhlC/N+SZev14WO+eAH1RLOYpYk3sTU7Oy5l/b8CNJduurOGH0cI3mpV0kXxJO8/bJOLhQUPcymaK7V3bcSGiWr/3wbufffDJcDg+3D3Us/Inb/9oOpp+7dZLr732BtFAxR1tfU1u0zZ9pWnLZ7Zpm363kvJrid0RtCrzuA/X2F1w+rNGGjK7ULIc9JM0zZuyqIpJVdSwHpExdkwWLKImp79ZBmgYKQfq4dSGbAnwBUVRAcRHrkAiAoTYqM+OSCsmhbG6rtjdMJtgsIFNlnUIjicozEHjD7Q0qKo6z7L5vDkfDoGiAIYFJjOdzglGp3BDlmXwCnJunHU6PcgTbsOtdK642zGFi2kSLRZ7zdrhFYF9dDoVIbqX4VZ6UzEuQe9bHLGFlPBN1dTKLeysD8ZqV/BSYCZQAHYmBuWBk5p2hIFooZYdyUCwuhX6KEtiNJEfjSZZZh1qkV5ZChfv3394cnICOR8eHt68+TwqOZUluuFS3i+zgt4heFdbBwnoBKzknxj2sYyIyRKLbxy9ZDMkeHvZIPFAcx1kjCVWkbyKAQuMSaiDEBE5jWnClmEtPu8/yljRFdq3EAoyvIlrAtcL/n7/p9PvRzlJIJFgyxnlFWYIgApH2BIavZFxAildB/Yw3n8DyQZog552s7WLFyT8keUkMXQOcOFup0++CtSg3//888//xb/4F9BTX/va11577TXoAjbzgCvK6u/ZN6LAUJHTMMNvXMhV+IaqrEWgehTITBYfZsgjvOG+byJO9ZI8anHcpD/mN8BbVMjzwKVbsasi4TTWmgUrQyCqiQ6z80DbZUKG5QypkDZLeN3KEBA3K7GA1ybo68CdWiBt2GTvgQ9iIVAqHNEY8D81xkonWRIhXZ4rTUL5bGi1jcnzQM+J2OY+WpQhbAfrDsCwiDdUPAs0tYLsJRn+haU1zqY/vG7Jv2Ch5CIfplWUT+wvBn1BpMt6LVz2nyZZV89ryi3k07aPyEka5w79CEvBzs5OXZTzoux1uvDpwiQfm/iDX747u5j0er00UjeOjh7s3H3nxz/6F4Pdf/pP/9kLL70i0dBRwTSeZPF0Wmad9Enu+rZpm54ibfnMNm3T71DiOGuLVQS3S3H7GmB1RM7KbBRBdCY1r6vReHpi9Iw0ykoj4OJkOpsA/u52UfqRZx0M8tigusJ8flY35WC31+kAl+gwlKcQKAjOJ5MJcwXCGLj/jTuLqiEhBjIIvzGJGmFSTqdT9ElcAuyuSTITx1GKshpdAh/odKrxeHwxHM7n8Gd+fHw9QryeW7Uu4EAEdoEosZ8rC761h5hsLW1VsojHUTJ1nGaC4JRXEJKB8UNgGWKV0dn1Qajswef379+H9f7atWv7+/uKeBdch/IVdZ1QDJMxpgkwP6g7lPzi4gIhskatNXR5SuYrULU0Top5MxkXw4up0dELL/R3d/ZY2gBkkGsHBAby4XamaJvam+az02c0iSGrXagNmsM4r1OCpHDFfF4Tj610M5lNUXbE2n2o3wf0JUYpC3Yb8r04UbwL3koiwNwiUKxyu7uLZuQTpnM+eaiHNfKhLQLw56xOZEthxoanZPGMjf/jTZ6EA7TCcXfD6mR8A2Wu+ARGY55nSQyMxaD1UZx98cXdH/zgh/1+/9VXXwU+AwMeOgwGNvyKhcca2VFk7fU17Wsv6wsFvGXpxDM0/CgU60hZW4zQ3t1qOVErstV7UEeG9GKpZVYs0i0CNpwzeafgiE/koSG8QnpEgQczQw4LqKT4pTSEZSlOEVpDofJYjF7IJY7awA9B0/JJwJpkbMtC6nKKFKCk83dnj8RbDPmU087GXgUSqVUErpxITfv3ot8S3pxBRbQ6qLVp1dQeFwPladPijYG3BuPrjupnC49zJjiur4U7Lsb6JedmQ5nXXl+6iHM9Oa+nwXiFI7DYhj8dzR8TO10wCmba6WgKU3GeRuWk3NvdfXxx8i//f/8qKcy1vQP4fManJ/DoTrc73xl8+N67v3znnTxJj27cqopZknehkTjY0zZt01eYtnxmm7bpdymhKbaiEIqNNjUFUUTcEicUJwSX+UbUJWDc2WxalWNAsQJYBzqqims0ok9mc3T6BPg7TTLdE/3+DsBxJfOmjqrKXFyMBHKSDtsOC9r5zjNkPmS+LsikJLLmHVLVlUYcrhJFfqvQCIH2+5Mk1Y31gwxYHBZIkUUAd2fzAlB+tzfYq0kzXY+kiuHk+OAoimLhfGEBrKdwJWUUuoslbTiF+Al9gfGSTdcJLSJAjZhVsd4RtZc9IRSuWZTElIaFH+xYmPXDMpIJNP0+vPdxFAExePzoEfwOxMaQa2l4dloUo/vTs7Oz6WycZ92d3T5AsNkc6N40yzKUC0nglk2Blv0V+hcoK3hNvz8YjUbT6Qz+dbs9Fg5UJZAfMlDCMlUoEzMoN+DgmxzZhhsByOloBNwJvakKlF8h2WMGN7k4h3dDZwBeh3YYjkfwami+wWAQqyhLrIiJaQrV1aoqGRv/Z2H9v8pnBNnVEGAlzZVAMML77p72QDb8X5/VUobSLOHvlUQyNUWIvMGjMXp94EDWKLOhXR2lwYEP4/BiPolJygetDa34619/8P3v/+V/+8f/7VtvvXX9+nUY8OSooCaP0qSQ5oQKTNyovry5rVrqRSSPWvkQjTuyJTwNStSQY08JeE66aWSmRbJNukd5GyTPpuRmrEyW4tSWTk6lBEeyx+/C28GwQb+yDNRFkSIzKK2tHTzLkngoRJRdRC7TWC9OOSmLU9Wzn4/1Rm2sDzJJb+GSG+tewNim8PsszDP5v3b7wLDEuH1ky39iWczZpBXhkUTOth7JVI1x5DY8utHoeuSJ3MYp7xlqNCyDWj6nktM5DwWywzOucpLkO9KJirmVwiMLa0K6Ho4WT1ADpur09Pz1lSfDIWeexV7FWDk+CX9sh6ZRWtRFNS363V4y6H3ywcc/+dFPzh+e39o73u/uwpwzmRZ1rQ/6O/1bnc8/v/Pv/u1f7O7sHF17QTYYDbkuSpSgLhd5m7bpS6Ytn9mmbfodSqjiDyiUbDtJvaQRrKWutNBlOZ/MUfwyIykB3DZPM8CYJTEAgFLWjTKA5dFwjDv6FTr06nWzfi8bDHaKajadnecdhMuA5puG4oQkGRnGp0pp0r1CG/yG4oogg7CbwJJccCFKIwheYPiCCLXD63oOIL4shqR8ghY1aTol85j8hRde3N0bj8dTg/avGdkNsDKVILV5lNlIudBH511itgY2zt7ZCQ1QVwiK4NXXQ0AawnQryHGihk5HkjO0mDwK4FGjWzPx0ksvnZ+fFgWGxJzNZvActBU08On5+aPHp48fPoJ3PXejA5QGGEtZ1L28n3c7O/0BML+qKMfTSUOely/GQwDTN64/x4pkWZrR21Wn0yHOUzB/A5JSaWjycjgcQgsDOen3+71ez4WkiChWTzOdzuFXlPpQGBZTN0Bm4DHsSrRUSjtosZRw86LCW4J3UoQhyZptDVvg8F4+4kiNXFQ1zDe8X2YtavbTzSgZDaKcfzkmMKwP5shM46iRjU0pVxJZIfGG+rpogAtoG1n4bUKtnvARIxlSO0Ugfvzw8PiLL77o5IOdQef8fPTOO3/5p//qz87Pz1977dXBTg8V/CKRd3rwaUCzA9ljCR4703IiAuOQvRW/hDKZcDi1Ntp5a98ZcUX+SKIeI0iZym3/cy6KSJTyz24QzlB4Ws0qUsZRr9a5cD6RPSkynoTwOeqJkj0U9QLNAsvEVYoWpVk8G+Qs3b0iIDOa+IwmStNQhjVlzOfUONr1o5Hh0dhY9XwkV8pMaazYhFmlcNBfLtcrHBKhVGTBE5b4aJi8bJAZrBcDSnfF0hJ+t3Kt3ZZS8rhYOS6/ap1hUvtESt/oMpAT+XPROteBHdnmd7m0uNd2NHYe0t2mavIIXVZWs/Lk5NFf/+DtB1/c/8Yrv9dXiS6r6dlFJ0lNLGEOuX5wBCPoow8/+Pk7P33t1TeOnnte1BXtW6HS4yY7rm3apmdIWz6zTdv0u5PIeasA9NkgQKS1RFczNP+eT6pyOpuPZ9NxUUxMw8DCjCbsNUuQEQii2zTP4zQFrFzMSzR1EQ0g6UTEUZJ0kqzXP650PZ1OgWcAQAVY3OvFRkXCijRiQeKUGqVDGJYPUOwcAH1Zao12I0kaleQmjBWuoigB+DgcjS8uLuAi3Hz92pEgtIDaXMc39vf387zbCAPEgYA4wstGsxoS7cD7+N8OW+K2MlSa/FkRnXIhIMkgBrf5kZmI0L8ZgT/NbtAQ3gunn496WfZmjXHl0EcCRpQroKim0wGONwB2NhyewxWGuLPxpN/rDF66BWXupJkUutfJkvR40O3JOAKyppK4mhdRLMtZCa27u7tLbdhDKyCpfarrCv0ZJAmVAxqzQafGeQ4QfDyenJ9fAOcERtMhvlWTJ+k5JWA4/T6yHWyuRB0eHFsoo2RM/avJ15ntLcXWKegJAXBsozCEXmO9CGgniEB/EEmShbo3Wkfo14xiC3khDOfJ2K4J7EC8FZBA3bmiJZyRK/YhS1RTWSRL4Heh+LcsH1hK/CsL3ITTf4MRCy22t7cHBO9Xv/rVX/3VX8FP/+gf/aNr164BiC9KZKQwHqsKTZ5Qr6mx/i0UjznKGOUJoV2EVyoLTvwbw5OnTY4IhYR8Iy4M4a+/LXxveC69zEoIr0OJex883I236V58HvyBGaf31ipYK38yrbIGRspYaQr+8/43rCTDpQ3NY7Sz+guO2lIX5oe+GMKzo3UZrQo9rMhufQrFg0viENO6YptaX9Y1awtk/9PuICnWNKmkxlS+UxeqxBvO4dNU66q2aRxamqadwqYgDy8sCzOml2SffvDJ2z/4saibN1/7htJN2siLk9PhcHR8fExiSZ1n2bXDo9OT4dtv/3iwu/9//Wf/TMJCEcXi0kG7Tdv0DGnLZ7Zpm36XEm7PafJ6pBFVlpPJ6Hw2HZ5fPBYGSYWuC6AY5IsW15t50bCtNtu7SrJwQDkJmdqj3zBNMh9TsttWyL2qKsDNwEOsN0/raCsm/AeIsBqNJsPhEOgQ6VArICqj0RCuA2jf2e1DHvA44HLA3MAH0Oxb6jhRuckBuMP1lAx3uDZogt/rQuYF+uNScZoQAGcELFBc01qmpQWcJKBoJGJuBgoNw0va6CfmYb2xsiyiIX0fDFEJ1AyfZX9ZkpyJ4f0NK2HBbVFso

Environmental & Atmospheric Sciences

Cross bedding is not characteristic of:

a. river-channel sediment b. beach sediment c. wind-deposited sediment d. turbidity current deposits

Environmental & Atmospheric Sciences

As of 2009, per capita CO2 emissions in the United States were

a. Two times as high as China b. Five times as high as China c. Two hundred times as high as some of the world's poorest countries d. A and C are correct e. B and C are correct

Environmental & Atmospheric Sciences