THOMAS CALCULUS 14TH EDITION
STUDY GUIDE 2026
COMPREHENSIVE PROBLEMS AND
SOLUTIONS
◉ 3.1 use the grid and a straight edge to make a rough estimate of the
slope of the curve (in y-units per x-unit) at the points of P1 and P2.
1. See graph, p. 108 of Thomas' Calculus. Answer: P₁: m₁ = 1, P₂: m₂ = 5
Answered by Shaz890123112
◉ 3.1 use the grid and a straight edge to make a rough estimate of the
slope of the curve (in y-units per x-unit) at the points of P1 and P2.
2. See graph, p. 108 of thomas' calculus book. Answer: P₁: m₁ = -3, P₂:
m₂ = 0
Answered by user221554019
◉ 3.1 use the grid and a straight edge to make a rough estimate of the
slope of the curve (in y-units per x-unit) at the points of P1 and P2.
3. See graph, See graph, p. 108 of Thomas' Calculus. Answer: P₁: m₁ =
5/2, P₂: m₂ = - ( 1/2 )
STUDY GUIDE 2026
COMPREHENSIVE PROBLEMS AND
SOLUTIONS
◉ 3.1 use the grid and a straight edge to make a rough estimate of the
slope of the curve (in y-units per x-unit) at the points of P1 and P2.
1. See graph, p. 108 of Thomas' Calculus. Answer: P₁: m₁ = 1, P₂: m₂ = 5
Answered by Shaz890123112
◉ 3.1 use the grid and a straight edge to make a rough estimate of the
slope of the curve (in y-units per x-unit) at the points of P1 and P2.
2. See graph, p. 108 of thomas' calculus book. Answer: P₁: m₁ = -3, P₂:
m₂ = 0
Answered by user221554019
◉ 3.1 use the grid and a straight edge to make a rough estimate of the
slope of the curve (in y-units per x-unit) at the points of P1 and P2.
3. See graph, See graph, p. 108 of Thomas' Calculus. Answer: P₁: m₁ =
5/2, P₂: m₂ = - ( 1/2 )
