The runner-up in a road race is given a reward that depends on the difference between his time and the winner s time. He is given 20 dollars for being one minute behind, 10 dollars for being one to

DETERMINE THE PROBABILITY THAT AN ALLOWED ENERGY STATE IS EMPTY BY AN ELECTRON IF THE STATE IS BELOW THE FERMI LEVEL BY (A) kT, (B) 3kT, AND (C)6kT.

How can I prove this equation? It says that for this theorem to be valid, f(t) must be continuous or have a step discontinuity at t=0 (i.e., no impulses or their derivatives at t=0).

Find R_equivalent between C and D

Let X1; :::;Xn be independent, identically distributed random variables with common mean and variance. Find the values of c and d that will make the following formula true: E[(X1 + :::: +Xn)2] = cE[

Dear tutor, Can you help me with this question? *)Design the simplest product-of-sum for the function F(x1,x2,x3) = M(0,1,5,7) and can you do it in detail with your handwriting ? Thank you

1) Use algebraic manipulation to show that for the three input variables x1, x2, x3 SUM of m(1,2,3,4,5,6,7) = x1 + x2 + x3 2) Use algebraic manipulation to find the minimum sum-of-product expres

Dear Expert, Questions attached. Thank you

Dear tutor, Question attached Can you help me with the attached k maps because I didn’t get the concept from my teacher Thank you & All The Best

In the network shown, you can choose RL. Given VS=9 V, =4, R1=4 k and R2=5 k , what is the maximum power you can transfer to RL (in mW)?