Mendel’s dihybrid crosses, but not his monohybrid
crosses, show that
a. some genes are linked together.
b. the two alleles controlling a trait are divided
equally among the gametes.
c. alleles for different traits are inherited
independently.
d. one of the pair of alleles is dominant to the
other.
e. the crossing of two different homozygous forms
will not produce any offspring in the first
generation that will look like either of the
parents.
Answer: c
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The enzyme that directly converts NADP+ to NADPH is
A. ferredoxin. B. NADP reductase. C. plastocyanin. D. RUBISCO. E. cytochrome complex.
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Jq1VQTNrSqC5vaGpsbi1KlTL7roou985zuHHHLId77znSuuuGLZsmXFYrGaX8LfPF8TaSiLzYXkCGCqlNqwYcOFF15YKBRqdV1dv+AcogqaAuT99r/f9MTsax9775ePJ+Y3owABSWQ0pxlBc1iKoDk07ejQfPHFF4855pjPfvazu+6665e//OXdd9/9K1/5ys9//vO33347CGo5fMs2UZCzDsDBGCOEKKW0lzulVMfpaG1trS00bcCG5zahP5uACZRW9L/0uz++Oe7x6Vc/Ov+5GcihAuSjnmYEzeEpgubQtENDs1KpnHHGGbvtttt11133t7/97YMPPpgyZcq4ceN22mmn22+/PZVK4cNBmYZjXLWCfmWQ8yZbo/RfV69efc4552wzaCobSkMTMfrOY1Nn3fC/b457fNqDzyOLCmAMFToRNGulCJpbVQTNbQXN6o1HwZVs225tbd1tt93Gjh1bHVnEtu1f/OIXBx54YFdXF4DqcfpwjBuMgprSDO3o6Dj33HMrlUrN8leA99grPwgMwJHK5D+Yv/itcffNvv7ROVfciw/i1NsvqIhfaK/tSAWpGBSDcqAcKP0dASWgqh9dHRZGf/agWbDzjmKAI4cITX0VbYn+rJu19qLnCgJIWU68XBkOlD086Y2kClIBkkMJQCrJ9e9zFLG8O7T8By8DiBXMCgHzX3WSMihICAmh74KHG/08h5QuCwWS+XLJIhwgQgnUDJpQDIppaLpApsKSZdfFZhA/NOh7T2UVNCm8bZQ1geaW2jMFHIm+bMXyY2tK1KbGtHYIaGILmj9//t577/3b3/62+pe2bf/0pz/97ne/29bWBn8JqNrQbadPCprpbKGped2c3z7+9rUPzB19H15drWEUQTOC5nAUQXNo2iGgGTj3BNu6dbTKjo6OY4899sQTT5w5c2Ymk7Esq7u7+29/+9u+++577rnn6p5mtYZj3GC0faCpaQimwKTeSzuQL8Sz+RUTn5961V3zr3wg8/Bbetimgaifx2DUCuVBU/9Vf9aKoFlbRdDcSv4RNLcDNKvxpz/853/+5y677LLPPvv86Ec/+vGPf3ziiSfusssuX/va1yZPnqz7mNsHl1qfFDT7M1lXoet/Z7xyxX8vHDO58Td/dMoUPIJmBM1hKYLm0LRDQLMal3qFWimld3lv2LDh5ptvPvTQQ3fdddfPfOYz//Ef/3Hcccfddddd3d3dAFzXDSZDg3/cdtrm0IQHTVdDUEgNnY50ygEKb9X99bpJC8dM/mD0/ZWWAVRAoag/9NbSzyavSl7OQkFE0KyxImhuJf8ImtsUmjp2/CaRl/Qg3TCMmTNnPvnkk7/73e8efvjh999//6Nn+PyDDM+3AM3OdNoBsCo+63f/88Ho+98fNWndzOUoRdCMoDksRdAcmnYIaBJCpJTBBnPXdQuFArYsKSWlVH9fSqk92/9BeprwoCmVEkofdoaOYq4IIEEX/c+rs0ZNnHPl/Usen4oeInxibpI+hEvP50WBR9CssSJobiX/CJrbDprV/kac8xkzZjz00ENz587VZ0A+99xzL7zwwrPPPvvKK688//zzTz/99HPPPTdnzhy9Ld1xnIC2wzFuMPqkoBkzyxnFUcLql2a984sJH1w9+Y07/oANlQiaETSHowiaQ9MOAU1UnRJuGMbJJ5+80047jR07tlwuf+Mb39BTmbvtttsXvvCFfffdd9ddd/23f/u3H/3oR4ZhVPc99aadbSr4Oyn1yXnt7e3nnHOOYRi1vUr18o52d+8wiwlBYCGxovW9Xz40c9yD71z/iDFtJYSCBCNUMC9CNQeIEh8dmEfD822h7QDNbercvq2hqbaxc/s/OzQDOwqFwg033HD44YffdNNNPT09I0aMOPzww3/wgx+cc8453/ve94466qgTTzzx29/+9g033JDJZKonQGses2Ozdn4i0Gwr5+PChQVz/cCKW59++6pJb103uff/ZiuXQUJyLrkIoEkhI2hG0ByMImgOTTsENIPcdRihvr6++vp6vchTLpfL5XJnZ+fAwEAul0skEoVCIZ1O60lPHaJNf3M4lg1S2xqaUinpOwxp6VNQ1hcyCUHAIEu05fdv/nXs3X+/alLThBd4ugiinySp94kxgG52eC4VZATNGiuC5tYvEUFzG0EzCJAR9Bwty9I/JpNJ/Ztg/G7bdjweb25u1tbADxC3fXYEfSLQbC1lk4ppTuSnLZ96zcTpl98999ePpdd3fgiaKoJmBM0QiqA5NO0Q0AwOfVRK6alJ7VRkGMaoUaPuvvtu5cMRQDqdvvTSSy+88MLe3l5tE+dcQ3Y4xg1G2xya2Jh89EAAnUYhC6k0epbHpt382N9H3/Pu2PtbZy9CmYMCrncXtROSflyrc/M9kCJo1lIRNLd+iQia225OM1gED64khEgmk0ceeeSIESP04WV6GF4qlU4++eRvf/vbra2tev1nu43QPzFoVoo5KCkABXRZCx5++Z2x97179QPvPfNXJEre2dj6lQMZQTOC5iAVQXNo2iGgqQ+uCCqOUjplypTRo0ePHz9+3333PeSQQ8aPHz9q1KgxY8aMGzfukksuOfLII08++eSOjg4dDDj4r+EYNxhta2hWu6lrJyGloBQ6irk8FFMgEihh7ZQ5s8ZNnv3Lh/561yNyfRwuYHIoQCpXCeqd8uvlVr2lMoJmbRVBc+uXiKC57XqaAY/0hwkTJuy888677rrrwQcfvOeee37xi1/8zGc+8+Uvf/lzn/vc5z//+d133/3yyy/XvUsppf7wD7B6viVotuUzOUgOmESghP6Z9e/98uE54x/942/+227qhC1gMihARdCMoBlCETSHph0CmsFCkEaSaZozZ8688cYbb7/99q9//etHHnnkHXfccc0119x666333HPP9ddf/8wzzwwMDCilHMdRVdOdYQ0C0NHR8fbbbz/11FMLFy60bZtz7rrew6YzTyaTy5YtW7ly5dy5c+fPn5/P5+Grvr7+1FNPDX4MZmZ1hQ7h+A0wCkYhOASTQkguOFecqUQ2Z7hEP36wOJKF+Xc8+sZ1//3+2HsTj78BU8JFRTACcJeACZ0EuACnYBRMx//wriIpJIVwIBz9WeecyJayZUvjDJCMhocOmAIDZ+BMzwdwCA4BLiGhm1DOtlLlEvRif9jsteVKQvmNUnJIDqlfChSKavuLBL3Zmm062JIMif5C2SacK4AJSHj2KApFdXQ/7+UlFMK/0yXAJLhENl/IF4vK3//m5emVnQUpbP4QDIJBcUAyIFcpZ0pl5iPeDzbIIbkuS+j8JYMgilMIH2dCOZRn8kUmvdUIL3/mQIXf0efZKSAEBIEguh4k4FKeyBUqhPntmQke+vTWLZarSqtXr166dGlHR0dfX98nsyOoOtyRYRjpdPqss84aM2aMhpHjOLpTqZd9NJv07smhnUb55ptvXn311SNHjnzssce+//3vX3755QMDA/peBidfPvTQQ0ccccSIESMuvfTSn/3sZ0uWLKGUlkol13X7+vpGjBgRi8V0dOTNHiwcSqAElIBTxahgnDPGqGRU9qbSFcoEwKFgcWSN1Q8/N+2aW9+67Herb3/a6k7BhSkZAcAFFEA5KOeKccUIKAGVkkhJvKvo5sVtcFt/5hJcIZ4pZkqmALgClKDECWu/vgooBaVKMiUZU5wprlwGLjkTUqi0UY4X8kqAs9C5a2uVEEoI/zcMgoFZEC4khSASEEDOVt2pcnj7w6nIZE+2ULEJYVK5FBKgLgSDdCFdqYhURNcDuAQPnb8AKJdMqEwunysUlP9iVoIrwb2yCwpBdc2EzR+MgBHBiBLMVSJdKiTzBVcqHVtL26yvossSOn9BwFzBiOKefwth0nJZOlegQikd3kwwJZgkNgQNm79vJwfn4C64q2tDAKbj9qWzRdsVAJUcYJSYofPfUrl8FEop6+vr58+f39LS0tnZ+clEOXJd17KsavqsXbs2kUjAXyCS/spPELND+XOaMrzLUUtLy6JFi/QpQJZlnXbaaX/729+0r6imM2Ns4sSJt912m6a2vmjQo2xqajrjjDOqK7G6RFJK5Q3aBpu8PpQesMA7hEAAvbmC9j1y4Y1L+99e8OKNE+aPfWDl9b/PrtoA09tvJxQk/H8GAOhXufSS14sEpDeI93pH4EC67BZsoT97xQlpv/ZsgpAQ0r86OAABSD1GR9Zxk0ZFAX4kvDD1U1WwqiLCn4QQUJ79RY6+ghve/nDJAPpLls3AdFEl/GoWgNB17lsIhC+vLosACoZdNh2xSalRXRMSCN/epISUurlSIGdZacOiwVX8Sod/Z4d/vzhAFPRUw4fLMhT7P2Sn18eXUJIDDleJgmEwpecEACElq+3d1+25aXXzkmXLO7q6++OJ7d3TDNCjqRTEIQbQ1dU1derUF198cfr06S+99NKsWbMef/zxl156qXqkLIc2HAZ0ADqtkSNHPvLII/qz7vNSSu+888677747oLMQolwua2s7OzvPOeccDdlq+4NSVG3GGVSC4BCcS8mloEJRoQgH4egYSDnwjloDVWBgq9r+evOkeVfdN3vU3U1vfIAKGGAQaruUS1T3a3Q/RL+L/dNUOCT3hzMckhMJBiTyZsZwGUCkVwNh7ReKC8XBBbjwry4ppCAcApQrLpGsVPoLRSFBWdjMPct1zlyBK/+EKOZAEAimOPHmNAliOTu8/eFSkSOWNwyHOxzcZZBQhIBzqZhUTNe5Z6EAROj8GeAKUIVMoZwvVQTAhKJ+3Xo56+6W5JA8dH1SCkoppUIIWyFVLg8Uyg78t57Qp0hJJaWe6hnC/VKC6UGYUOAKroBJZSpfJhISoNx79gUjUKGfF99Ofw5ZMF0bVKHisr5MsegwCjhcAIIyp1b3nUulAMYFE3JVXf38BQtb1rd2dW93P03XdTc5VVxz54knnjjssMN22WWXPffc80tf+tIuu+yy2267ff7znx89enQ8Hg/iaQ5teK6voruNruuOHDnyhRdeEEI4jqNnAFzXve222y699NLm5uZSqRRwXAghhGhubj7rrLP03iRKqeas4zhBQfiQkj7/hyoQBVfClejKlSygApSCt2vWmPbH5+aNuv/ti3+36A+vIS6UgpR+b7TqhRgEfaBBv8+7kwLK69E7ChRIlEjaFBRwlPaXH6L92kTdR9YLQdpZyuvPOixescXQctaVX70Q5PU1ZNAp0iUtSPQZcmj2Dz6VgV6DmHxjGbUh2iptoTcTrTbWwOAT8W9NpuzkKy4DqIIrvDyl39nZpGca5k4pSOijxxwgY5OUSRz/r3oRMughDu1+KaWY9F4ADHAUTI5k0XIBBhDlD6eEGPLzsknnVrcBUyBRckocFHC8HcZqW7SBuqa1HyxatqZ1Q3tX7yew95z7Ysx7O2UymRNPPPHzn//86aeffsghh+y5554///nPv/Wtb+2xxx7BwUFedfs+nqEUzI0ahqFXdfQRGkFpXdf905/+NGrUqPHjx19wwQULFy7UUUL00b69vb0jRoxoaWnp6enZsGFDuVzW/yX9SEgOU6GSzanNqcWFybhJpElkhaDioitXKggUgRRlugmi6Cz9+6yFVz4069K737z7T7w+oRQcR1kKhlCMSEYkI4IRYXNuc24JZglmM9hM9y0opy6nrv5cJsoS6M1Z8RIxOcpEuVzZNLT9DmcOZ9Ll0uUOFw4XppCmkJQoKeBwEIl4xY4VylTCYQibv7bWryvYHC4TLhOcUckZ55xS6igQIMsQK7LQ9odMeYnugl1ylclBXCkFqEs55S6nLqe2oLagDhMOE5QoSkLnX2EoE2VxJHJGqlAhgEmE4TCHSYdJXXbCOGGcMEZY6PJylwrCbMqJUKbCgGHFS5YN6HZCKAgFYYIw4XDqcBo2f332tU2YQ7m+X2WCgi1606UKgyNQIV4pHMdh4e3327OkVHJCOaGUckq5JVByZW++knOVrVCmQkC5ombtwWaSSDhMEYlVjWsWLF3R1tXTk0jtEAertba2fu1rX8AxXLAAACAASURBVDvzzDP7+/snTZp0wgknrFmzZs2aNRdccMHtt99eTSjlz2yGks5BM/rSSy/94x//qPuMjuME86qu6xJC+vv7X3nllR/+8IcLFizQ/0IpHRgY2G+//S655JIf//jHY8aMeeGFF7q7u7PZbDabzWQy3d3dyUIlZComC8VUrpTKldJpI502BtLmQNps6892p8tx021P59OGlSwauXS+bkX9vCsfnj3y/hevmtj7woJifznXk+8qllvT2XTOSOeMYqZczJTT+VI6X0oUi4licaBgDhTMTL6YyRdzuVwul9Ofe7KVRMltjmVa+vL9BbsnU0kVKslceWj2FzKlQqaULJSThXK8aMSLRipdzuWtRM5MFuw1/anGWDxVcAayVtj8tbXJvJHMG7osqXw5lS9ns9l8Pp/O5lOZbLzoJMtkQ4429hTD2x8udRbd+lgqljb683YyVcrlrXQql80UUoVCqlAYKBYHikVdD5lcJZMLnX9fzuzNVhIFe30s2d6byhgkni33pgq6BnTZ9f1N54vpfOjyZlK5bDofzxSShXJfyWrpT67tTSUqdCDvDOSddM5M58x0vpzOl/WdHcL9SmcLA9liMlcaKFgDBas3Z3anys2d8f68lSza/VmvFAPpXCZfCpu/tjOTMzI5I5cr5HKFTL6UyZf68mYsXVrdPdCRNuJFM5YpZstGslCo1X3viqf7UoW+VCFZqMxZtPzduQub1ne0xeLbOwixHvAGLju6p7Zo0aL99ttv7NixAO67774TTjhB+8BffPHFF154YSwWc103GDIPIQix/l9K6cSJEy+//HIdoLN6zSf4EYDjOBdddNELL7yQTqf1b9avX3/mmWe2trbmcrnu7m49PUoICTbO2wIhk7SFdBkcplwXrguLwHKRdVTGFiaQdBgBKlxRhxVypbrr/7Tq+j/99Zr7O5+dY2dcXpIGkJfQM6GSQBK4XLlcmVKZUlkClgDhknCpl7/05
Identify the prokaryotic organism
A) Fungus B) Bacteria C) Animal D) Plant
Each of the following is caused by prions EXCEPT
A) sheep scrapie. B) kuru. C) Creutzfeldt-Jakob disease. D) bovine spongiform encephalopathy. E) rabies.