please give positive rating I really need it it will be helpful for me thank you dear....
The long dimension of a veneer sheet peeled off an 8' log is which: L, T,...
Use dimension m→[M] x→[L] for the variables in the following questions) 1. If a variable K has dimensions 17] v→ a→ MIUY, what should be dimension of k in the equation K - Amv 2. What should be the dimensions of C, and C2 in the expression v Ce? 3. What should be the dimensions of , Aand A, in the expression r AA, sin (o)? 4. The distance d that a particle moves may be calculated from the expression...
Heat conduction in one dimension 3 Heat conduction in one dimension Consider a metal rod which for practical reasons we assume as infinity long. The temperature at a position r at time t is recorded in a function T(a, t). Heat flows wherever there's a temperature gradient If the specific heat of the metal is assumed to be a constant, the temperature profile T D is the thermal diffusivity. The goal is to solve this equation by means of Fourier-...
please explain.... Thank You (1) What is the dimension of the space R6? (m) Let T : R5 → R. Is it true or false that the null space of T is a subspace of R4? (n) Let T: R3R5. I f R5? s it true or false that the range of l' is a subspace o (o) Find a basis for the span of the set of vectors012 (1) What is the dimension of the space R6? (m) Let...
6. Find the value of y a. log, 3) = y b. log, = y log (1125) = y d. 10° = y 15 =y 1 e 50 9. 200 7. Given the function and t f(0) = 2 g(x) = 5* Draw the 2 function. Which one grows faster with increasing & 8. Plot f(x) = log, (x) = y log2 (L) =y and g(x) =
6. Which of the following is not a property of laplace transformation a. L{f(t) +g(t)} (8) = {f(t)} (8) + L {g(t)} (s) b. L{f(t)g(t)}(s) = £{f(t)} (s) L{g(t)} (s) c. L{cf (0)} (8) = ch{S (0)} (s), c is contant d. None of the above
Simplify the following expressions as much as possible 100 200 m. i2 log(i + i'), log(i + i*) + i-101 k-1 l-25 50 50 50-t1 t-0 t-o Simplify the following expressions as much as possible 100 200 m. i2 log(i + i'), log(i + i*) + i-101 k-1 l-25 50 50 50-t1 t-0 t-o
Exercise7 Simplify the following expressions as much as possible. 100 200 777n log(i +i2)- i2 log(i + i-), CF i 101 50 l-25 50 d:- In(t +1) In Exercise7 Simplify the following expressions as much as possible. 100 200 777n log(i +i2)- i2 log(i + i-), CF i 101 50 l-25 50 d:- In(t +1) In
8. Repeat exercise 5 for timer off delay (TOF). S goes off 4 seconds after R. T goes off 6 seconds after R. U goes off 2.5 seconds after S. 9. E and F are turned on by a switch. When the switch is turned off, E goes off immediately F remains of for another 7 seconds and then goes off. (TOF) 8. Repeat exercise 5 for timer off delay (TOF). S goes off 4 seconds after R. T goes...
1 (8 pts) Find the dimension and a basis for the following vector spaces. (a) (4 pts) The vector space of all symmetric 2 x 2 matrices (which is a subspace of M22). (b) (4 pts) All vectors of the form (a, b, 2a +36) (which is a subspace of R).
1 (8 pts) Find the dimension and a basis for the following vector spaces. (a) (4 pts) The vector space of all symmetric 2 x 2 matrices (which is a subspace of M22). (b) (4 pts) All vectors of the form (a, b, 2a + 3b) (which is a subspace of R).