hard up against a wall, Omer comes and drags the foot of the ladder out 4 metres from the base of the wall. Whille doing so, he notlces the top of the ladder silips down the wall a distance equal to \( 1 / 5 \) of Its length. How long is the ladder?

33. The formula \( V=s^{3} \) can be used to find the volume of a cube. Use the formula to find the volume, \( V \), of a cube-shaped bin with side length \( s \) of \( \frac{2}{3} \) yard.

A triangle has base \( 4 \frac{1}{7} \) feet and height \( 7 \frac{1}{6} \) feet. Find the area of the triangle as a mixed number.

5. Find the coordinates of the vertices of image of triangle \( A B C \) with vertices \( (2,2),(2,4),(6,3) \) afrer the specified dilation and draw the image. \( k=2 \), centre of dilation is origin

\( \left. \begin{array} { l } { P = \pi 2 r } \\ { 15.2 = \pi 2 r } \\ { \frac { 15.2 } { \pi } = 2 r } \\ { \frac { 15.2 } { 2 \pi } = r } \end{array} \right. \)

arallelogram B. square C. trapezold \( \quad \) D. rectangle raph the circle and find the equation. Use graphing paper. he endpoints of the radius are at \( (-4,3) \) and \( (4,-5) \) and the center lies at QIV.