The night-school student, perhaps, because of greater maturity in years and experience, may be relied upon to apply himself with the utmost diligence to his academic studies; so, in much less than half the time-allotment, he advances in his academic studies about half as fast as the day-school student. This schedule did not spring full-fledged from the seething brain of any theorist; it is no fatuous imitation of the educational practise of some remote and presumptively dissimilar institution; it has, so to say, elaborated itself in adjustment to the actual needs of the particular situation. This provision boasts not of novelty, but of utility; though not ideal, it is practicable. But the central fact is that this Tuskegee Plan, while clearly securing ample time for the teaching of the industries, makes possible no mean amount of academic study. In order more clearly to exhibit the grounds of this proposition, I shall refer in some slight detail to the course of study in English and in Mathematics. Mathematics represents the group of academic studies which possess direct technical value for the industries; moreover, it is a pretty good index of the grades comprehended in the Academic Department. In the lowest class in the day-school--there is one lower in the night-school--the arithmetical tables are mastered, and fractions introduced and developed with the use of liquid, dry, surface, and time measures; whereas in the Senior class algebra is studied through quadratics and plane geometry through the "area of polygons." That is to say, the lowest day-school class is about equivalent to a fourth grade in the North, and the Senior to the first or the second year (barring the foreign languages) in a Northern high school. [Illustration: A PORTION OF THE SCHOOL GROUNDS.] Despite a much smaller time-allotment, our students, roughly speaking, keep pace with Northern students because they are older and somewhat more serious, because the course is shortened by the elimination of uselessly perplexing topics in arithmetic like compound proportion and cube root, but chiefly because the utility of mathematics is made vivid, and vigorous interest aroused by its immediate application in class-room and shop to problems arising in the industries. Our students are not stuffed like sausages with rules and definitions, mathematical or other; they ascend to general principles through the analysis of concrete cases.