QUESTION 1<br /><br />(10 MARKS)<br /><br />Evaluate the following<br /><br />(i) (3<br /><br />4 − 2<br /><br />3) ÷ (3<br /><br />4 + 2<br /><br />3) <br /><br />(2 Marks)<br /><br /><br /><br />(ii) (2<br /><br />4<br /><br />1<br /><br />× 2<br /><br />3) ÷ (3<br /><br />5 − 1 1<br /><br />4) <br /><br />(2 Marks) <br /><br />Simplify the following:<br /><br />i. 6 ÷ 2(1 + 2)<br /><br /><br /><br />(2 Marks)<br /><br /><br /><br />ii. 5 × −5<br /><br /><br /><br />(2 Marks)<br /><br /><br /><br />iii. 123(3 + 22) <br /><br />(2 Marks)<br /><br />QUESTION 2<br /><br /> (10 Marks) <br /><br />a) Find the amount on Simple Interest when N$ 4000 is lent at 5% p.a for 5 <br /><br />years. (2 Marks)<br /><br />b) Find the compound interest on N$ 4500 for 3 years at 6% per annum.<br /><br />(2 Marks)<br /><br />c) In case interest is paid half yearly, then the interest is divided by 2, and used <br /><br />as (R/2) in the formula and the time is multiplied by 2, and used as 2T in the <br /><br />formula, given by A=P( 1+ (R/200))2T. (2 Marks)<br /><br />d) In the case interest is paid quarterly, then the interest is divided by 4, and <br /><br />used as (R/4) in the formula and the time is multiplied by 4, and used as 4T in <br /><br />the formula, given by A=P(1+(R/400))4T payable quarterly (rate=R/4, <br /><br />time=4T) (4 M​