A manufacturing process resulted in a batch of 10 K resistors. The mean resistance values was 10 Kê with a standard deviation of 500 ê.
a. What is the normal distribution of the resistance values if the lot size was 20,000 resistors?
b. If these were to be 10% tolerance resistors, how many would have to be rejected for not meeting specifications?
a. Resistance Value Number of resistors
10,500 ê - 11,000 ê 2,700
10,000 ê - 10,500 ê 6,800
9,500 ê - 10,000 ê 6,800
9,000 ê - 9,500 ê 2,700
b. 1,000
You might also like to view...
Write a true sentence using either < or >.9 -6
A. 9 < -6 B. 9 > -6
Solve the problem.For what numbers x, 0 ? x ? 2?, does sin x = -1?
A. ,
B.
C. ?
D. none
Solve the system by graphing.x = -4y = -3
A. (-3, -4) B. Infinitely many solutions C. No solution D. (-4, -3)
Solve the inequality and graph the solution.9x + 15 > 3(2x + 11)
A. (-?, 9)
B. (-?, 6)
C. (9, ?)
D. (6, ?)