D. A firm produces its product with less raw material waste than its competitors.
In low cost leadership, the firm reduces the cost it incurs while producing the final products from the end products and thus can deliver more value to its customers at a lower cost thus achieving low-cost market leadership. In the given case once the firm produces the same product by using raw materials so that the wastage of raw materials is less compared to its competitors, then the cost incurred in the raw materials is reduced compared to its competitors. In other words it can make more products for the same amount of raw materials compared to its competitors and hence can deliver more value to the customers compared to its competitors. Hence the correct answer is "A firm produces its product with less raw material waste than its competitors."
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Consider the following recurrences over the bits 0, 1: zi+4 = zi+1 + zi+2 zi+4 = zi + zi+1 zi+4 = zi + zi+1 + zi+2 And the initialization vector for each is (z0, z1, z2, z3) = (0, 0, 0, 1). Determine the period of the resulting bit stream for each recurrence, and sketch the configuration of the 4bit LFSR using the recurrence with largest period.
Consider the following linear recurrence over Z2 of degree four: Zi+4 = (Zi + Zi+3) mod 2, i ≥ 0. For each of the 16 possible initialization vectors (Z0, Z1, Z2, Z3) Ԑ (Z2)4, determine the period of the resulting keystream.
Econometrics- 2) The two conditions for instrument validity are corr(Zi , Xi) ≠ 0 and corr(Zi , ui) = 0. The reason for the inconsistency of OLS is that corr(Xi , ui) ≠ 0. But if X and Z are correlated, and X and u are also correlated, then how can Z and u not be correlated? Explain
Econometrics- 2) The two conditions for instrument validity are corr(Zi , Xi) ≠ 0 and corr(Zi , ui) = 0. The reason for the inconsistency of OLS is that corr(Xi , ui) ≠ 0. But if X and Z are correlated, and X and u are also correlated, then how can Z and u not be correlated? Explain
Problem 4. (5 points each question). Given two complex numbers Zi and Z2 in the polar form. Find the result of operation Zi+Z2 and express it in the polar form. 1. Zi= 17 2 20; Z2 = 132 -80; ZI+Z2 2. Zi 64 2 105; Z2 = 772 -150 Zi+Z2 =
5.26!!! please T oni Variable when the expectation exists. In the mou having an exponential distribution with population mean 1/2. ity function of the random variable X. 5.26 If E[X" =n! for n=1,2,..., find the probability density function of the ran 627 The lifetime of a narticular light bulb follows an exponential distribution. If the populatie
Problemi: Zi= 1+ja, Z2 = 2+ j4. Find 0 ZitZz ? in Rectangular form Problema: Z, = 2130° , Z = 3145° Find ① ZitZz I in polar form Zi-Z2 ☺ 3, Problem 3 z = what is the magnitude and phase ?
Predict the product NMe2, POCI3 H then H30 1. NaNO2, HCI 2. H20 NH2 ZI
ons Content ONCOLOR 9 4 QUESTION 8 at A particular reaction has an activation energy, Eg, of 132 kJ/mol. If the rate constant for the reaction is 0.00421 s 473 °C, at what temperature(in°C) would the rate constant be 0.256 s-l *Please report 3 significant figures. Numbers only, no unit. No scientific notation.
ZL in problem 1: (15+j25) Ohms Problem 2: Quarter Wave Transformers a) Consider the load Zi of Problem 1. Build a matching network using a quarter wave transformer and a λ/8 shunt stub. Specify whether the shunt is an open or a short stub OPEN 50 Ω 0 SHORT? V4 /8 Figure 1: Matching network for a) b) Do Problem 1 using for the matching network a quarter wave transformer with a 50Ω transmission line in series with the load...