百度试题 结果1 题目a graph is symmetric with respect to the y-axis 特别是里面的respect 相关知识点: 试题来源: 解析 在Y轴上,图形是对称的. with respect to :与什么有关,就什么而言.在这里就是指从Y轴来看,在Y轴上.反馈 收藏
在Y轴上，图形是对称的。with respect to ：与什么有关，就什么而言。在这里就是指从Y轴来看，在Y轴上。
PROBLEM TO BE SOLVED: To model a dynamic specification of an object to be measured in the object to be measured which is symmetric with respect to a central axis.MATSUOKA HISAYOSHI松岡 久祥OKUMA MASAAKI大熊 政明
10If point A(-2,a)is a point on the parabola y =x2,then a =The symmetricpoint to A with respect to the origin,point B,is and the symmetric point to pointA with respect to y-axis,point C,is Of points B and C,the one on the parabolay=x2 is..T0 If point A(-2,a)is a ...
In algebra, symmetry is explored through the concept of functions. A function is said to be symmetric if it satisfies the condition f(x) = f(-x) for all values of x in its domain. This property implies that the graph of the function is symmetric with respect to the y-axis. Group th...
Output signals of the evaluation circuit indicate not only the eccentricity of the body (7) in one plane, but also the eccentricity in the second plane or the inclination of the body (7) with respect to the reference axis (R). <IMAGE> 展开 ...
Become a Study.com member to unlock this answer!Create your account View this answer A square root function is never symmetric with respect to the x-axis, y-axis, and origin. This is because if we take {eq}f(-x) {/eq}, the function... ...
% Adding other points symmetrically with respect to y=0 x_PP_sym=x_PP; y_PP_sym=-y_PP; PP_i_sym=PP_i; You create twice the variable and do not use it anywhere later. Clearly Your code is NOT correct. Bruno Luong2024 年 7 月 26 日 ...
Symmetric boundary condition as applied to Example 13.3 In Example 13.1 the solution is symmetric with respect to the mid plane parallel to the y axis. We may economize on arithmetic calculations by limiting the domain to the left half of the mid plane referred to above. Instead of 9 nodal ...
Specifically, in Section 2.1 we obtain a trivariate generating function that enumerates Dyck paths with respect to the number of symmetric peaks and the number of asymmetric peaks. Our method also gives a more direct derivation of the generating function in [12, Thm. 2.3] for the total number...