1.1 Using graphical method, solve the equation; 2 - 3 - 4 =

0.

1.2 Solve the equation; x2 - 8x + 7 = 0 using the Quadratic Formula

QUESTIONTWO

2.1 Differentiate f(x) = (2x3 + 3x2 )(x2 + 5x3 +5) using product rule.

2.2 Differentiate f(x) = (8x3 + 4x )(2x2 +5) using product rule.

2.3 Differentiate f(x) = (5x³+7x )/(2x²-4x+5 ) using quotient rule.

2.4 Differentiate f(x) = (x³+4)/(4x- 5 ) using quotient rule.

2.5 Differentiate (x5 + 6)5 using chain rule (5)

QUESTION THREE

Verify the statement by showing that the derivative of the right side is equal to the integrand of the left side.

3 a.

3 b.

QUESTION FOUR

4.1 Integrate

4.2 Integrate

4.3 Integrate

4.4 Integrate

4.5 Integrate ∫▒〖x²+3x²+6x) dx〗

QUESTION FIVE

5.1 Evaluate the integral ∮_2^4▒(4x^3+5x^4+2)dx

5.2 Evaluate the integral ∮_2^4▒(16x^3+4x³)dx (

5.3 Find the integral ∮_3^5▒ʃ(9x^2+5x^4+2)dx

5.4 Find the derivative of the function of y= □(24&(〖9x〗^4+ 〖6x〗^(-2) ) when x=2)

5.5 Differentiate □(24&d/dx (〖-16x〗^(-1)+4x+2) ) when x=4

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