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$1$ $3$ $40$ $12$ $56$ $\left($ $A\right)$ $400000$ $\left($ (B) $B\right)$ $4000000$ $\left($ $C\right)$ $40000$ $\left($ (D) $4000$ $0$ $2$ $2$

$MATH5$ $-21-12$ $\left(\dfrac {2} {x}-5xy\right)^{12}$ $\square $ $\left(C2-221$ $\square $ $s$ A $2400$ $3y$ B $924000000y\leq $ C $52400000y^{5}$ |D $824000000y^{5}$

By ashat skoeld numbershould3\ $\left(\dfrac {3} {5}\right)b$ divided bo $9^{0t}\left(\dfrac {5} {3}\right)^{2}$ $-$ $n|m$

$10.$ Year Expenses $11$ $2002$ $P4000000$ $2003$ $P5000000$ $2004$ $P4000$ $000$ $2005$ P5 $500$ 000

e the following in short form $0000000+7000000+600000+40000+800+$ $00000+3000000+800000+50000+300+$ $0000+7000000+600000+40000+900+1$ 50000000 $0+8000000$ $+400000+3000+300+15$ e the successor of each of the $folowing$