微分学讨论题 1.设f(x,y)在点M(x0,y0)可微 af (xo, yo) af(xo, yo) =1,则∫(x,y)在点M(x0,y)的微分是( 2.已知(x+ay)x+yzy 为某个二元函数的全微分,则a=() x+ 3.设函数二=f(x,y)是由方程xz+x2+y2+2=√2确定的在点(0-)求止 (dx-√2dy) 4.设∫(x,y,z)=xy2+yz2+xx2,求 a2f(0,0,1)a2f(10.2)a2f(0,-10)03f(2,0,1) 2.2.0.0) 5.求下列函数在指定点的全微分

第六章循环控制 【题6.1-6.56】 CBAAD CBB(CA)(DC) BCAAC CCB(BC)(BC)(BD) BDDB DBBCA CDCCD D(BC)BDC(CD)(CA)DBD CCCCB BBBBA A 【题6.57】【1】c=n 【2】c>=0&&c<=9 【题6.58】【1】 double 【2】pi+1.0/(i*i) 【题6.59】【1】x1 【2】x1/2-2 【题6.60】【1】r=m,mn,n=r【2】m%n 【题6.61】 sjhiu

pH of a buffer and buffer capacity Example: For a buffer solution consisting of 0. 1 M acetic acid and o1M sodium acetate the ph of the solution is 4.75 HAc= i If an amount of hydrochloric acid equivalent to 10% of the acetate present, is added to the buffer, what is the new pH of the solution?

Thank you very much Professor Kombay for that generous introduction. And let me say, that I never expected to hear such kind words f rom Dr. Falwell. So in return, I have an invitation of my own. On January 20th, 1985, I hope Dr. Falwell will say a prayer at the inauguration of the next Democratic President of the United States. Now, Dr. Falwell, I’m not exactly sure how you feel about that. You might not appreciate the President

一、解释：（20%） 1、单位转速 H nD n 1 11 = 表示当 D1=1m,H=1m 时水轮机具有的转速。 2、飞逸转速 当水轮机发电机组突然丢弃全部负荷时，如调速机构失灵或其它原因使导水机构 不能关闭，机组转速将迅速升高并达到某一最大值，该转速称作飞逸转速

1．判断下面哪些是不合法的标识符？请指出错误。 A_var 2_test char # total _book.c 2．举例说明字符常量和字符串常量有何区别？ 3．求下列表达式的值 （1）int e=1,f=4,g=2; float m=10.5,n=4.0,k; k=(e+f)/g+sqrt((double)n)*1.2/g+m （2）float x=2.5,y=4.7; int a=7;

2.2 Estimating Overall Forces -Vertical dead loads(5～10kN/m²) -Vertical live loads = equivalent dead loads(2～5kN/m²) - Horizontal wind load - Horizontal earthquake load 2.3 Aspect Ratios and Overturn Resistance Aspect ratio (h/d) is one of the main considerations in schematic level. It is very important for overall stability of a building against overturning. 2.4 Strength and Stiffness of Buildings Carrying capacity –enough strength (against loads) Rigidity of building – enough stiffness (against deformation) 2.5 Symmetry and Asymmetry in Building Forms Asymmetry building is caused by: - asymmetry of building elevation - asymmetry of supporting system - asymmetry of dead loads or live loads

从内蒙古某处土壤中分离出一株分解尿素的产氨细菌（命名为 JAT-1），革兰氏阴性，菌落表面平整湿润，乳白色，短杆状.菌体尺寸为φ0.2~0.4μm×1.5~2.0μm.结合16S rDNA测定和菌株系统发育树分析，其与Providencia Sp. Sam 130-9A同源性高达99%.对其生长特性研究结果表明：JAT-1以10 g×L-1柠檬酸钠作为碳源，20 g×L-1尿素作为氮源，最佳生长pH值范围为8.0——9.5，最佳初始接种浓度20%.采用该细菌进行碱性铜矿摇瓶浸出实验，144 h后铜浸出率可达42.38%，表明该菌株具有应用于碱性铜矿浸出的潜力

介绍激光扫描粗糙度测量仪的测量原理、结构及结果。本测量仪根据激光在工件表面的反射散射原理,应用激光扫描技术、数据采集、A/D转换和定标曲线的计算机拟合,整个测量过程在单板机控制下自动完成。测量粗糙度Ra的分辨率为0.001μm,测量重复精度为0.006μm

一、两向量的数量积 实例一物体在常力F作用下沿直线从点M移动 到点M,,以5表示位移,则力F所作的功为 || coS0其中0为F与的夹角) 启示两向量作这样的运算,结果是一个数量. 定义向量a与b的数量积为b b= cos0(其中为与b的夹角)