Can u plz solve (a) and (c) for X and prove the other two.
can u please solve question 4
4. (10 marks) Find the limit and prove it using the definition. 4x + 13 lim x x²+x+1 sin x if x = 0 if x=0 is differe х 5. (10 marks) Check whether f(x) = proof.
i need help with part c!!!!!!!!
plz show me how u solve it
Michael has the following Utility function: U=X04Y06 a) For a given amount of income I, and prices Px, Py, find Michael 's Marshallian demand functions for X and Y b) Are and Y normal or inferior goods? c) Find the Hicksian demand functions. Vand V and the prices of these goods are Px
Plz solve it for me Two shuffleboard disks of equal mass, one orange and the other yellow are involved in an elastic, glancing collision. The yellow disk is initially at rest and is struck by the orange disk moving with a speed of 5.00 m/s. After the collision, the orange disk moves along a direction that makes an angle of 37.0o with the initial direction of motion. The velocities of the two disks are perpendicular to each other after the...
how to solve this?
plz explain detail.
cIAl Prove that IA a A Multiplication of conto the second row of A an Ca C-a Ca A = as Prove that determinant of A is 0 Hint!: compare the determinants of A'along the first row and the second row. And use result of prablem 1 ap A A row of matrix A is changed into another row multiplied by constant c a1z C-a Ca AE Ca Prove that determinant ofA and...
(2) (a) Prove that there is a C1 map u : E → R-defined in a neighborhood E c R2 of the point (1,0) such that (b) Find u'(x) for x E E (c) Prove that there is a Cl map : G → R2 defined in a neighborhood G C R2 of the point (1,0) such that for all y EG
(2) (a) Prove that there is a C1 map u : E → R-defined in a neighborhood E...
Solve the system Ux =
y for x.
U = ?
X = ?
If the nxn matrix A can be expressed as A = LU, where L is a lower triangular matrix and U is an upper triangular matrix, then the system Ax = b can be expressed as LUX = b and can be solved in two steps: Step 1. Let Ux = y, so that LUX = b can be expressed as Ly = b. Solve this...
plz solve both
6. Let u = PQ and v = PR P= (5,0,0), Q = (4,4,0), R = (2,0,6) a. Find u v b. Find v.v 7. u = 4i + 3j + 6k V = 5i +2j+k a. Find ux v b. Find vxu c. Find vxv
Differential Equations: Check each answer to
prove the answer is correct.
Solve the equation (x+y)dx + xdy = 0 by two different methods: a) by substitution (u = y/x) b) as an exact differential equation. c) show your two answers are equivalent (i.e. differ by a constant)
linear algebra
5. Let V be a vector space and let x,yeV. Show that you can prove property C (commutative).i.e., x+y- yx from the other properties of vector spaces by computing (I+)x) two different ways using DSA and DVA
5. Let V be a vector space and let x,yeV. Show that you can prove property C (commutative).i.e., x+y- yx from the other properties of vector spaces by computing (I+)x) two different ways using DSA and DVA
7.17 (a) Solve the equation u, 2u, in the domain 0< x<T, t>0 under the initial boundary value conditions u(0,t)= u(r, t) 0, u(x, 0) = f(x) = x(x2 -n2). (b) Use the maximum principle to prove that the solution in (a) is a classical solution. 7.18 Prove that the formulas (7.72)-(7.75) describe solutions of (7.70)-(7.71) that are
7.17 (a) Solve the equation u, 2u, in the domain 0