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Using Lagrange’s formula, find the values of

(i) y5 if y1 = 4, y3 = 120, y4 = 340, y5 = 2544

(ii) y0 if y–30 = 30, y–12 = 34, y3 = 38, y18 = 42.


Find by lagrange’s formula, the value of
U4 if U3 = 16 , U5 = 36 , U7 = 64 , U8 = 81 and U9 = 100

Find by lagrange’s formula, the value of

U5 if U0 = 1 , U3 = 19 , U4 = 49 , U6 = 181


An automobile dealership uses CODE = 1 for new automobiles, CODE = 2 for used automobiles, and CODE = 3 for separate accessories. A salesman’s commissions are as follows: on new automobile, 3% of the selling price but a maximum of $300; on used automobile, 5% of the selling price but with a minimum of $75; on accessories, 6% of selling price.

1. Draw a flowchart that inputs CODE and PRICE and outputs COMMISSION.
2. Write a pseudocode programme that inputs CODE and PRICE and outputs COMMISSION
Solve by iteration method:
(i) x^3 - 2 x^2 − 5=0
Solve by iteration method:
(i) sinx = x+1/x-1
Solve by iteration method:
(i) 1+logx=x
Use Mu ̈ller’s method to determine the real and complex roots of
f (x) = x^4 − 2x^3 + 6x^2 − 2x + 5
Use Mu ̈ller’s method to determine the real and complex roots of
f(x)=2x^4 + 6x^2 + 8
Use Mu ̈ller’s method to determine the real and complex roots of
f (x) = x^3− x^2 + 2x − 2
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