March 2013 Board of Governors RetreatMarch 2013 Board of Governors Retreat
Leo Theus III anchors 4x400m relayLeo Theus III anchors 4x400m relay
Ben Davis Triple Jumps at the Sacramento State Hornet InvitationalBen Davis Triple Jumps at the Sacramento State Hornet Invitational
Ben Davis Triple Jumps/Long Jumps at UC DavisBen Davis Triple Jumps/Long Jumps at UC Davis
Ben Davis Triple Jumps and squeezes 100m heat win in betweenBen Davis Triple Jumps and squeezes 100m heat win in between
Ben Davis Triple Jumps at College of San MateoBen Davis Triple Jumps at College of San Mateo
Andrew Hunte 400m WinAndrew Hunte 400m Win
Andrew Hunte runs 600m and Leo Theus runs 800m at CalAndrew Hunte runs 600m and Leo Theus runs 800m at Cal
St. Francis DamSt. Francis Dam
2013 Moore League Baseball Preview: Poly, Wilson, Lakewood, Millikan2013 Moore League Baseball Preview: Poly, Wilson, Lakewood, Millikan
Dr. Fabian Identifying Parts of the SpineDr. Fabian Identifying Parts of the Spine
Men's Baseball Napa vs. Solano 03/16/13Men's Baseball Napa vs. Solano 03/16/13
Board Spotlight: 26 FEB 2013Board Spotlight: 26 FEB 2013
Shasta College Dorms Video TourShasta College Dorms Video Tour
Tamba 200m UC DavisTamba 200m UC Davis
Proofs in Differential Calculus - The Limit of sin(x) over x as x goes to 0 is 1Proofs in Differential Calculus - The Limit of sin(x) over x as x goes to 0 is 1

Author: Simpson, Roy
Course: Proofs in Differential Calculus
Proofs in Differential Calculus - The Limit of sin(x) over x as x goes to 0 is 1Proofs in Differential Calculus - The Limit of sin(x) over x as x goes to 0 is 1

Author: Simpson, Roy
Course: Proofs in Differential Calculus
Proofs in Differential Calculus - The Product Rule for DerivativesProofs in Differential Calculus - The Product Rule for Derivatives

Author: Simpson, Roy
Course: Proofs in Differential Calculus
Proofs in Differential Calculus - The Product Rule for DerivativesProofs in Differential Calculus - The Product Rule for Derivatives

Author: Simpson, Roy
Course: Proofs in Differential Calculus
Proofs in Differential Calculus - The Derivative of e^x is e^xProofs in Differential Calculus - The Derivative of e^x is e^x

Author: Simpson, Roy
Course: Proofs in Differential Calculus

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