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(21) 8^(x-1) + 2^(3x+1) = 34(23) 4^(2x) = (2^(x-1))/(8)(45) 3^(x+3) - 2(3^(x+2)) = 30 - 3^x(50) Simultaneous equation
3^(x+1) - 2^(y+1) = 1
4(3^x) + 3(2^y) = 24(28) The amount (A mg) of a certain drug in patient's body is given by A = 25(0.85^t), where t is time (in hours) after the drug is taken(28a) Find the initial amount of drug in the patient's body(28b) What % of drug is still in the patient's body after 4 hours (3 sig. fig.)(29) Mr. Chan deposits $25000 in a bank at 4% p.a. compounded half-yearly. Suppse the amount received after n years is $A(29a) Express A in terms of n(29b) Find the amount Mr Chan will receive 3 years later (correct to nearest $1)(54) The volume of water V (in cm^2) in a water tank t minutes after turning on the tap of the tank is given by V = A(0.94^t), where A is a constant. It is given that the volume of water in the tank is 4418 cm^3 two minutes after turning on the tap(54a) Find the value of A(54b) Find the volume of water running out of the tank in the 5th minute (3 sig. fig.)Answers:
(21) 4/3
(23) -(4/3)
(45) 1
(50) x = 1, y = 2
(28a) 25 mg
(28b) 52.5%
(29a) A = 25000 (1.02)^(2n)
(29b) $28154
(54a) 5000
(54b) 234 cm^3