解析 As a child, he showed great interest in science and wanted to be a scientist. Now he is committed to doing scientific researches. 1. 第一个空需要一个名词,表示“科学家”,所以填scientist。 2. 第二个空需要一个形容词,修饰“研究”,表示“科学的”,所以填scientific。
A circle is defined as the set of all points equidistant from a given point, which, therefore, lies at the center of the circle. One of the various properties of circles is that it has infinite inscribed squares. This is because it is a continuous function, therefore if any point in ...
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Apparently, HX-2 is immune to electronic warfare countermeasures via its ability to search for, reidentify, and engage targets without a signal or a continuous data connection, while allowing a human operator to stay in or on the loop for critical decisions. Russian technical experts already ...
registration. Once the bio-fertilizer or bio-stimulant is available to growers, data can substantiate claims and validate product performance. After commercialization, continuous trialing can show product consistency over several seasons, performance in new environments, or integration with newer ...
We also show that in the case that f is a function over the polynomial ring Z[X]/(Xd+1) and we would like to give a proof of knowledge of an x′ with small coefficients such that f(x′)=2y, then the number of samples needed for amortization is even lower. Without any trade-off...
Here in this frozen corner of Japan, Mazda's engineers work to perfect the foundations of vehicle safety. Their genuine connection with the people of Kenbuchi is a source of strength that supports their mission to create safer, more reliable cars. ...
(C8T4P2) The continuous and reckless use of synthetic chemicals for the control of pests which pose a threat to agricultural crops and human health is proving to be counter-productive. 1. 去除修饰成分,识别主干 The continuous and reckless use of synthetic chemicals for the control of pests is...
Letf:[a,b]−→Rbeacontinuousfunction.Inthisarticleweconsiderin- equalitiesinthefollowingform: f(x)≥0(1) andwegivesomeimprovements,viaPropositions1.and3.,forthemethodfor provingthisinequalitieswhichisconsideredinthearticle[15].Letusassumethat thereexistrealnumbersnandmsuchthattherearefiniteandnon-ze...
Let f be the function defined by f(x) = begin{cases} 2x+1, for x leq 2 fraction {1}{2}x^2 + k, for x > 2 end{cases} For what value of k will f be continuous at x = 2? Justify your answer. ...