Set a large enough square$-$shaped flower bed. Write a function size$\_$flower$\_$bed$()$ that inputs the number of flowers that should be in the flower bed, as a minimum, and prints the minimum number of flowers that should be on each side. Since the sides of the flower bed are all equal, a single number will be printed. All numbers of flowers should be integers: there are no fractional flowers in the flower bed! Hint: to truncate a number x up instead of down, use this formula: int$(($x $//1))$ Example usage: $4.$ Hang decorative banners along the perimeter of the backyard. Write a function how$\_$many$\_$banners$().$ The function inputs the length of each banner and the perimeter of the area where to hang the banners. Calculate how many banners you will need, as a minimum, so they will touch each other. The length and perimeter should be floats but the minimum number of banners should be an integer. Hint: the integer division operations $//$ and $\%$ work for floats just like for integers