Find the derivative of the function. f(t) = √√√3 + tan t 3+ f'(t): =

Q: Needs Complete explanation.

A: The objective of the question is to determine which of the given statements are true for the…

Q: For each of the following polynomials determine whether it is irreducible or not:X^2 − 3 in R[X];X^2…

A: Answer is given below :-Explanation:

Q: Begin by graphing f(x) = 2*. Then use transformations of this graph to graph the given function. Be…

A: We will transform the given function.

Q: Find the general solution of tx' = Find the general solution of tx' = - 1 1 -1 3 1 -3 ✗ 3 1

A:

Q: Find y as a function of x if x²y" +5xy - 12y = x², y(1) = −9, y(1) = 9. y=

A: We have to find as a function of .

Q: 3.5: Application to Differential Equations (1) Use the Theorem of Expor atial function to find the…

A: We have to solve the system of differential equation.

Q: Needs Complete explanation.

A: The objective of the question is to determine which of the given statements are true for the…

Q: Find f by solving the initial-value problem. f(x) = f'(x) = 9x² - 8x, f(3) = 54

A: We will find the f(x).

Q: Can you use the information provided to answer question 2 please.

A: summery nahi likya direct answer likhaExplanation:

Q: Consider a continuous function f : B₁ (0) → R with B₁ (0) CR². The function is C¹ on the interior of…

A: The objective of the question is to determine which of the given statements are true given the…

Q: can you please provide explanations

A: Possible: Graph with 5: 3 vertices of degree 2 and 2 vertices of degree 1. Impossible: Graph with 5:…

Q: Prove that if k² + 3 is prime for some k Є Z, then k is even.

A:

Q: An engineer in consulting company to do a 25 -years investment. The engineer planned to invest…

A: An engineer in consulting company to do a years investment.The engineer planned to invest  in the…

Q: -Given the parametric equations of the plane, obtain the general equation of the plane X=7-16t+5…

A:

Q: 14 15 10 Draw the circuit produced using the nearest neighbor algorithm starting at the vertex on…

A: We have to find a circuit produced using the nearest neighbor algorithm starting at the vertex on…

Q: Construct a sequence of unbounded functions 9n : [0,1] → R that converges pointwise to a bounded…

A:

Q: In Discrete Mathematics what is the difference between Symmetry and Antisymmetry? Can you provide…

A: We have to explain the difference between Symmetry and Antisymmetry in discrete mathematics.

Q: PLS HELP ASAP ON ALL GIVEN QUESTIONS PLS

A: (a) Intensity at a depth of 3 m = 5.9 units  (b) Intensity at a depth of 5 m = 0.9 units…

Q: can you please provide explanations

A: 1. Assumption: Start with the assumption that (G1​) and (G2​)are isomorphic graphs. 2. Definition of…

Q: Use variation of parameters to solve the given nonhomogeneous system. x(t) = csc(t) sec(t)

A:

Q: Answer and question in images

A: Elements both sets A and B are ={1,4}Explanation:

Q: 2 Find bases and dimensions for the four subspaces associated with A and B: A = 1 2 4 and B= = 1 24…

A: We will find the bases and dimensions.

Q: Find a particular solution to in x 0. Yp= 2.2 d²y dy +4x. dx2 dx +2y= x² cos(x).

A:

Q: For each nZ+ let fn : [0, 1] → R, ƒn(x) = 1/(1+x”). (a) Prove that (fn) converges uniformly. (b)…

A:

Q: Question - Find the absolute minimum of f(x, y)-2xy-2x- 3y on the triangular region R that has…

A: Find the absolute minimum of  on the triangular region R that has vertices  and .Express the answer…

Q: Suppose 24% of students at Florida University are business students. Of those, 28% are Econ majors.…

A:

Q: Please answer the question in the image with all the steps.

A: Answer is given below:  Explanation:Question 1:Answer: A)To determine whether a simple graph exists…

Q: The data in Q. 5 were generated using the following function. Use the polynomial constructed in Q.5…

A:

Q: 1. For each nЄ Z+ let fn: RR be the function nx f(x) = nx+1 (a) Prove that (fn) converges pointwise…

A: The sequence of functions (fn​​(x)) converges pointwise to the constant function f(x)=1 on R, but it…

Q: If u(z) is an analytic function in the unit disk and has the Taylor expansion \Sum_{k=0}^{\infty}b_k…

A: Images attached.Explanation:

Q: Let a, b, c Є Z. Prove that a | b and b c implies a | c.

A:

Q: Consider a continuous function f : B₁ (0) → R with B₁ (0) CR². The function is C¹ on the interior of…

A: A function has critical points when it's derivatives at one of points in domain is zero.Since f here…

Q: Theorem: The Chain Rule If m(x) = E[I(x)] is a composite function, then provided that E' [I(x)] and…

A:

Q: Ex.4- Find a general solution of the following differential equation using variation of parameters…

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Q: ☑ Find the general solution of x' = [21] 23

A:

Q: 1. Solve the following homogenous differential equations using two methods: 1) x(t) = et…

A:

Q: Consider the difference equation an+2+an+1+an = 0. (a) Write down the associated discrete linear…

A:

Q: 17 Find three different bases for the column space of U different bases for the row space of U. = [1…

A: For a matrix, we can find different bases. We have to choose such vectors which are linearly…

Q: Given the matrix -1 0 0 -3 A = -1 4-3 5 0 5 find its determinant. The determinant is

A:

Q: A factorial experiment was designed to test for any significant differences in the time needed to…

A: We have given data, LanguageSpanishFrenchGermanSystem 181412121816System 24141481620Now we will use…

Q: (1) f(x)=rtan(;), D(f)=(−1,1); (2) f(x)=rtan(;), D(f)= [0, 1); (3) f(x) = 3x²-1, D(ƒ) = (−∞, 0) U…

A:

Q: show all the work please asap

A: Roots:            Polar form:…

Q: Match each solution (in red) with its initial value problem. B▾ B 1. x' x = x, x(0) = = [6] C 2 x…

A:

Q: Using C++

A: Corrected the declaration of xi as a pointer to double.Fixed the syntax of printf statement to…

Q: Exercise 5.- Calculate the mean value of the function f(x)=2(x-1)³ - 5(x − 1)² +6 in the interval al…

A:

Q: b

A: Part (a): exp(-z) / (z^2 - 1)Identify the singularities: The function has simple poles at z = 1 and…

Q: Let T: R3 R³ be given by [1 0 1 T(x) = 1 1 2 x 0 1 1 and (1, 2, 3) be the standard basis for R³. Let…

A: Given that, and  be the standard basis of .We know that .Then, and Therefore,

Q: Factor and solve the quadeatic equation: x²-5x-6=0 OX=6 and -1 OX=-2 and -3 OX= 2 and 3 OX=-6 amd -1

A: The objective of this question is to factor and solve the given quadratic equation x² - 5x - 6 = 0.

Q: Consider the ring R = 2Z and the ideal I = 24% of R. Does the ring R/I have an identity? Explain.

A: Please refer below page.If you have any doubts please feel free to ask.Explanation:Step 1: Step 2:

Q: Find the absolute maxima. and minima of 2 the function f(x,y) = x²+ y² on the closed triangular…

A: We have to find the absolute maxima and absolute minima of the  on the closed triangular plate…