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(V) 2. Find the $ansMer5$ $\left(1\right)9$ times $15=$ $\left(11\right)$ $7$ times $17=$ (iii) 4 times 18 = (iv) 3 times $19=$ $\left(y\right)2$ times $11=$ (vi) 5 times $44=$ (vii) 8 times $13=$ $\left(M1\right)$ 6 times $16=$ $\left(1\times \right)$ $5$ times $12=$ 3. Fill in the $blanks$ (a) 5 times 12 I3I (b) times 11 88 (c) times 162 (d) 7 times 19 $\bar{8} $ (e) times 6. 84 (f) 5 times $100$ (g) 9 times %3D 135 (h) 4. times

$3$ $A$ sum of money becomes $1.331$ times in $n3yT$ as compound interest. The rate of interest is $\left(sSC$ Multitasking $2013\right)$ $\left(a\right)$ $50%$ (b) $8%$ $1$ $C\right)$ $7.5%$ (d) $\right)$ $10%$

both $2$ The numbers $ot$ sweets that $A,Band$ C have are respectively $4$ times, 3 times and $2$ times that D has. $Ifb$ $B$ time $dint$ $=$ $andCbuy30$ more sweets from a shop, then the total number of sweets that $A$ $9$ and B have becomes $1.8$ $thatofCandD.Hoyman\right)$ sweets does A have? $c$ $1$

times the numerator is $8$ less than $5$ times the denominator. Find the fraction. $BAs1c/sxaNDARD$ $2$ $1bQ$ denominator of $a$ fraction is one less than three times its numerator. $0$ On adding one $10$ the denominator, the value of the fraction $\dfrac {1} {3}$ Find the fraction. $\left(BAs1c/snANDAkD$

$Q24$ $lA$ die is tossed $1000$ times and the outcomes are recorded in the following table. What is the probability of getting the number $27$ Outcomes $1$ $2$ $3$ $A$ $5$ $6$ Frequency $10θ$ $170$ $-$ $140$ $280^{1}$ $120$ $130$

$A5$ part of their employee benefits, all workers at Middletown Electronics receive a pension that is $calc∪|ateC$ by multiplying the number of years worked times $1.65%$ of the average of their $3$ highest years' salary. Maureen has worked for Middletown for $27$ years and $15$ retiring. Her highest $s3|a\pi ies$ are $s32.000$ $632.800:$ and $532.100$ $C$ Calculate Maureen's pension.