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Add $1d-$ $6+4y-3m$

$\dfrac {5} {-}$ $-$ $-$ $39-36+34$ $=$

What is the scale factor of the dilation applied to $AD$ AD'E'F? ADEF to produce $AD$ $104$ $8$ $64$ $4$ $E$ $E$ $D^{°}$ $Ey$ $0$ 6. $10$ $○$ $A$ A 1 3 $O$ $B$ B. 1 $○6$ C 1 $○$ D 2

What is the scale factor of the dilation applied to $△DEE$ to produce $A0$ AD'E'F? $104$ $8$ $6$ 4- $E$ $2$ $\bar{D} $ $E$ $D$ 4 6. $10$ $+>x$ $A$ A. $\dfrac {1} {3}$ $B$ B. 1 $C.$ 1 $D$ D. $2$

20 $\left(2\right)$ A point lies on the line $3x+2y=12$ $1$ x-coordinate of the point $7$ Work out the $coogda$ $2$ $10\right)$ Work out the coordinates of the point where the line $3x+2y=12c0$ $00$ $5$ $1c\right)$ Draw the graph $of3x+2y=12$ $7$ 6+ $5$ 4- $3$ $2$ $-2$ $-1$ 0. 3 %2n 6. 8. $7$

$6$ $4$ $3+$ Checkpoint A $2$ $1=$ $y$ $-76$ $43-2$ $2$ $3$ $4-5$ 6 7 $-2$ $3$ Finish Checkpoint B $4+$ $-5f$ $-6$ $-7+$ Coordinate values on the map are in units. How much shorter is the shortcut straight to the finish than the path through Checkpoint $B3$ Round your final answer only to the nearest unit. $3ot$ 5 o e 0 o