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ALTHOUGH CLASSES SEEM AT TIMES IMPOSSIBLE. WE KEEP AT THEM ... A peek through a knobless door reveals junior Tim Glasor catching some z's during theology class. Tho ro-modolod second floor of Loyola Hall gave now lifo to the theology dopart-mont.
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Page 7 text:
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THE ROUTINE OF HOME WORK-SOME-HOW IT USUALLY GETS DONE . . . Pre-first period activities often includo completing last night's homework. Sophomore Tim Stefan hurriedly scribbles down his an swers as sophomore Brian Hoke admires Tim's speed and dexterity. THE GOAL OF BECOM-ING INVOLVED IS EVERYONE'S Cheerleader Kristin Manley leads the squad in a new routine designed to promote spirit. In the background. Kevin Spellacy expresses his appreciation of the cheerleaders' formations to Ed Kistner. Born To Run: A Goal In Sight H ey Frank, you do your trig yet? Yeah, you want it? “Just let me see the first few. You have to write out the whole equation like that? I think so. ’'Happy. I gotta get this done. ”Boy, I didn't think there'd be so much homework here.” ’’I know. I got three hours every night. ’’Really! My friend went to Walsh and he only has about one and a half hours, and they don't even have to wear ties. “God. The routine of homework: we get some every day—a lot—more than other schools. We run its course. Somehow it usually gets done. We are a different school. As we tread through the everyday routine we realize the importance of education. Given a challenge, we respond through study and persistence. ’’What courses you takin' next year? Oh, I think chemistry, Greek, AP Latin ... Slightly. What? ’’Why are you takin' all those hard courses? ”1 don't know. I guess I just want to. Is calculus hard? No, not at all! Is it that hard? ’’Yeah, plus there's a lot of homework. You doing alright though? Yeah, I'll be okay. Man, you gotta be crazy to take calc. Maybe, but at least I'm learning something. Firmly rooted in the classroom are the ideas of ambitions and goals. We are given the means to accomplish our hopes, our aspirations, by advanced and specialized courses. Although these classes seem at times impossible, painful cramps in the side, we keep running. Usually, we succeed. Father, on that proof, how'd you go from step 4 to step 5? Okay, first you have to prove that a is equal to cd.” “Yeah, I got that. Alright, then by substitution b must equal cd. right? Oh, yeah, I see. ’’Then your last step is a equals b, okay? “Yeah. You're sure you understand that now, huh? Okay, are there any more questions? Hey Dave, you're smart, how'd you translate these phrases? Theme 3
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