### June Revision Exercise 3 Q11

(i) When When Using GC, When time interval between the first and second alarm. (iii) As which is impossible as the canal has only a fixed capacity of . Thus, the model is not valid for large [...]

### June Revision Exercise 3 Q10

(i) Given Given When Back to June Revision Exercise 3

### June Revision Exercise 3 Q9

(i) (ii) (iii) When Back to June Revision Exercise 3

### June Revision Exercise 3 Q8

When When Back to June Revision Exercise 3

### June Revision Exercise 3 Q7

(a) (b) (c) (i) (ii) (iii) Back to June Revision Exercise 3

### June Revision Exercise 3 Q5

(a) (b) Back to June Revision Exercise 3

### June Revision Exercise 3 Q4

(i) (ii) Area of R As Back to June Revision Exercise 3

### June Revision Exercise 3 Q3

(a)(i) Let (a)(ii) *Students are expected to prove that gives the maximum area. (b)(i) latex xlatex \Rightarrow \frac{dy}{dx}=0latex y=-x^2latex y=-x^2latex x^3 + 2y^3 +3xy=klatex x^3 + 2(-x^2)^3 [...]

### June Revision Exercise 3 Q2

(i) When Equation of tangent: Equation of normal: (ii) Hence, tangent cuts curve again at (iii) At Q, At R, Back to June Revision Exercise 3

### June Revision Exercise 3 Q1

(i) For tangents to be parallel to the -axis, Sub into Thus, equations of tangents which are parallel to -axis are (ii) units per second. Back to June Revision Exercise 3

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