Questions in Grade High-school

Questions in Grade High-school

[Done] Which best describes a political party? A. a group with similar work ethics B. a group with the desire to help others C. a group with varied goals and ideals D. a group with similar beliefs about government

[Done] Use the following to answer the next 4 questions. Let the universal set be the natural numbers from 40 to 60 inclusive. The universal set contains the following subsets: - [tex]F=\{\text{multiples of 6}\}[/tex] - [tex]T=\{\text{multiple of 2}\}[/tex] True or False. [tex]T I=\{m \mid m=2 x, 20 \leq x \leq 30, x \in R\} ??[/tex]

[Done] Revenue bills can be proposed only by A. the House. B. the Senate. C. the Speaker. D. the President.

[Done] Multiply: [tex]$\sqrt[4]{x} \cdot \sqrt[4]{y^3}$[/tex] Rewrite the expression using rational exponents with a common denominator. [tex]$x^{-6} \cdot y^{\frac{3}{4}}$[/tex] [tex]$x^{\frac{2}{12}} \cdot y^{\frac{9}{12}}$[/tex] [tex]$x y^{\frac{11}{12}}$[/tex]

[Done] The reason a character behaves a certain way is called A. pacing. B. foreshadowing. C. prior knowledge. D. motivation.

[Done] What is the greatest common factor of [tex]$42 a^5 b^3, 35 a^3 b^4$[/tex], and [tex]$42 a b^4 ?$[/tex]

[Done] What primary factor should teachers consider when planning nutrition learning activities? A. Children's developmental abilities and interests B. Cost of required food items C. Amount of preparation time D. Children's food likes and dislikes

[Done] The multiplication theorem for Kummer's function [tex]{_1F_1}(a;x)[/tex] involves the product of: A. [tex]{_1F_1}(a; x) {_1F_1}(b; x)[/tex] B. [tex]{_1F_1}(a; x) {_1F_1}(a+b; x)[/tex] C. [tex]{_1F_1}(a; x) {_1F_1}(a-b; x)[/tex] D. [tex]{_1F_1}(a; x) {_1F_1}(2a; x)[/tex]

[Done] Consider the boundary value problem [tex]y'' + \lambda y = 0, x \in [0, \pi], y(0) = 0, y(\pi) = 0[/tex] Let [tex]S_\lambda = {y_\lambda(x) | y_\lambda(x)[/tex] is an eigenfunction corresponding to [tex] \lambda}[/tex]. Then which of the following is/are FALSE? (a) [tex]S_\lambda[/tex] is linearly independent (L.I.). (b) The number of linearly independent functions in [tex]S_\lambda[/tex] is exactly one. (c) If [tex]y_1(x) \in S_{\lambda_1}[/tex] and [tex]y_2(x) \in S_{\lambda_2}[/tex], where [tex] \lambda_1 \neq \lambda_2[/tex], then [tex]y_1[/tex] and [tex]y_2[/tex] are linearly independent. (d) There exists [tex]\lambda[/tex] such that the number of linearly independent functions in [tex]S_\lambda[/tex] is more than one.

[Done] 9) L is a list of names. Create a list P of names that contain only those names in L that begin with a capital letter. Select all correct implementations. [MSQ] 1 P = [name for name in L if 'a' <= name[0] <= 'z'] 1 P = [name for name in L if 'A' <= name[0] <= 'Z'] 1 P = [] 2 for name in L: 3 if 'A' <= name[0] <= 'Z': 4 P.append(name) 10) Accept a sequence of comma-separated strings as input from the user and populate a list of strings that do not have the letter 'e' in them. Print this list as output to the console. Select all snippets of code that achieve this. [MSQ] 1 P = input().split(',') 2 L = [] 3 for word in P: 4 if 'e' not in word: 5 L.append(word) 6 print(L) 1 L = [word for word in input().split(',') if 'e' not in word] 2 print(L) 1 print([word for word in input().split(',') if 'e' not in word]) 11) Consider the following snippet of code. 1 def minmax(a, b): 2 if a <= b: 3 return a, b 4 return b, a x is a real number. When minmax(x, x) is called, which return statement in the function is executed? The return statement in line-3 which is inside the if-block. The return statement in line-4 which is outside the if-block. Both the return statements are executed. Neither return statement is executed.