Tag: Differential Calculus Solution (MAXIMA-MINIMA & TIME RATES)

Solution: How long should the printed lines be in order to minimize the amount

Solution: What is the ratio of the width of the rectangle to the total height

Solution: Determine the dimensions of the field that will enclose the largest area

Solution: What is the size of the largest field that can be fenced this way

Solution: Find the dimensions of the largest field that can be enclosed

Solution: What is the length of the field parallel to the building

Solution: How far from C should he land if he can row at the rate of 6 Kph

Solution: The shortest distance between the line y – x = 1 and the curve x = y^2 is

Solution: The shortest distance from the point (5, 10) to the curve x^2 = 12y is

Solution: Find the largest area of the rectangle and its dimensions