Russell planted a flower bed that is 1.6 square meters. Jackie planted a flower bed that is 16 tenths square meters. Draw a quick picture to model the two areas.

K HERES THE PICTURE

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To draw a quick picture to model the two areas, we can represent the flower beds as rectangles. Let's draw a rectangle to represent Russell's flower bed and another rectangle to represent Jackie's flower bed.

First, let's draw Russell's flower bed. Since it has an area of 1.6 square meters, we need to find the dimensions of the rectangle. The formula to find the area of a rectangle is length x width. Let's assume the length of Russell's flower bed is 1 meter. To find the width, we can divide the area by the length: 1.6 square meters ÷ 1 meter = 1.6 meters. So, the width of Russell's flower bed is 1.6 meters.
Now, draw a rectangle labeled "Russell" with a length of 1 meter and a width of 1.6 meters.

Next, let's draw Jackie's flower bed. The area of Jackie's flower bed is given as 16 tenths square meters. Since 16 tenths is equivalent to 1.6, we can assume the area of Jackie's flower bed is also 1.6 square meters. Let's use the same dimensions for Jackie's flower bed as we did for Russell's: a length of 1 meter and a width of 1.6 meters.
Draw another rectangle labeled "Jackie" with a length of 1 meter and a width of 1.6 meters.

Now, you have a quick picture representing the two areas.