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$0$ $DAHE$ $AG$ Construce a $△$ $AB\left($ $CA=6cm$ $m0$ $\left(8=z0$ LA-60,0nemuct another $△4$ $=\left(=8$ $<o08$ are $\left(\right)$ times $\dfrac {\left(1\right)5} {\bar{3} }$ $<i^{\right)}$ $\dfrac {4} {3}$ 4 bimer $\left(1A$ $3$ $\bar{8} $ Himes $\left(\dfrac {+3} {x}$ times

$2.$ Analyze if the given proportion is True or $a|se:8:4=4:2$ A. True B. False C. Maybe D. Sometimes 2. Which of the following ratios is equivalent to $3:57$ $A.6:7$ B. $9:15$ $C.9:8$ D. $8:9$ $3.$ Are the following ratios proportion? $2:3$ and $6:9$ A. No B. Sometimes C. Maybe D. $e5$ 4. Which of the following ratios has a lowest term of $2:37$ $A.4:6$ B. $4:9$ $C.6:8$ D. $6:6$ $5.$ Complete the statement, "the product of the means equals the of the extremes". A. sum B. product B. difference D. quotient

$22$ $°$ $Ci\right)$ Find the ealue $°$ $c1^{1}\right)$ $\left(-2$ $\right)3$ $23$ $2^{3}=522actim23$ $2$ $2^{3}=2\times 2\times 2=4\times 2$ times $=8$ $-$ $1$ $-$ $-$

$A$ sum of money becomes $2.25$ times in $12$ years at a certain rate of compound interest per annum .find the rate of interest.

$=>$ $①$ Qetermine the point an the graph $\times -$ af the wquatian corolinate is $\dfrac {5} {2}$ times Itts ordinate

$\left(b\right)$ $A$ sum of money becomes $2.25$ times in $2$ years at a certain rate of compound interest per annum .find the rate of interest. $\left(4\right)$