Sod worksheet

1. Rolls needed: 327

1. Multiply the lawn's length by its width to get its area

   $20\times 11$$=220\text{\hspace{0.17em}m²}$

2. Add 4% extra, because pieces get trimmed at edges and beds

   $220\times 1+0.04$$=228.8\text{\hspace{0.17em}m²}$

3. Find the area of one roll: length times width, then divide by 10,000 to turn cm² into m²

   $\frac{140\times 50}{\mathrm{10,000}}$$=0.7\text{\hspace{0.17em}m²}$

4. Divide the area to order by the area of one piece, then round up so no gap is left

   $\frac{228.8}{0.7}$$=326.857143$$=\text{round up →}327$

5. Divide the area to order by what one pallet covers to see how many pallets that is

   $\frac{228.8}{50}$$=4.576$$=\text{round up →}5$

2. Pieces (slabs or rolls) needed: 1,238

1. Multiply the lawn's length by its width to get its area

   $60\times 36$$=\mathrm{2,160}\text{\hspace{0.17em}ft²}$

2. Add 5% extra, because pieces get trimmed at edges and beds

   $\mathrm{2,160}\times 1+0.05$$=\mathrm{2,268}\text{\hspace{0.17em}ft²}$

3. Find the area of one piece: length times width, then divide by 144 to turn in² into ft²

   $\frac{22\times 12}{144}$$=1.833333\text{\hspace{0.17em}ft²}$

4. Divide the area to order by the area of one piece, then round up so no gap is left

   $\frac{\mathrm{2,268}}{1.833333}$$=\mathrm{1,237.090909}$$=\text{round up →}\mathrm{1,238}$

5. Divide the area to order by what one pallet covers to see how many pallets that is

   $\frac{\mathrm{2,268}}{370}$$=6.12973$$=\text{round up →}7$

3. Rolls needed: 245

1. Multiply the lawn's length by its width to get its area

   $18\times 14$$=252\text{\hspace{0.17em}m²}$

2. Add 5% extra, because pieces get trimmed at edges and beds

   $252\times 1+0.05$$=264.6\text{\hspace{0.17em}m²}$

3. Find the area of one roll: length times width, then divide by 10,000 to turn cm² into m²

   $\frac{135\times 80}{\mathrm{10,000}}$$=1.08\text{\hspace{0.17em}m²}$

4. Divide the area to order by the area of one piece, then round up so no gap is left

   $\frac{264.6}{1.08}$$=245$$=\text{round up →}245$

5. Divide the area to order by what one pallet covers to see how many pallets that is

   $\frac{264.6}{56}$$=4.725$$=\text{round up →}5$

4. Pieces (slabs or rolls) needed: 745

1. Multiply the lawn's length by its width to get its area

   $54\times 35$$=\mathrm{1,890}\text{\hspace{0.17em}ft²}$

2. Add 5% extra, because pieces get trimmed at edges and beds

   $\mathrm{1,890}\times 1+0.05$$=\mathrm{1,984.5}\text{\hspace{0.17em}ft²}$

3. Find the area of one piece: length times width, then divide by 144 to turn in² into ft²

   $\frac{24\times 16}{144}$$=2.666667\text{\hspace{0.17em}ft²}$

4. Divide the area to order by the area of one piece, then round up so no gap is left

   $\frac{\mathrm{1,984.5}}{2.666667}$$=744.1875$$=\text{round up →}745$

5. Divide the area to order by what one pallet covers to see how many pallets that is

   $\frac{\mathrm{1,984.5}}{300}$$=6.615$$=\text{round up →}7$

5. Pieces (slabs or rolls) needed: 1,116

1. Add 3% extra, because pieces get trimmed at edges and beds

   $\mathrm{2,000}\times 1+0.03$$=\mathrm{2,060}\text{\hspace{0.17em}ft²}$

2. Find the area of one piece: length times width, then divide by 144 to turn in² into ft²

   $\frac{14\times 19}{144}$$=1.847222\text{\hspace{0.17em}ft²}$

3. Divide the area to order by the area of one piece, then round up so no gap is left

   $\frac{\mathrm{2,060}}{1.847222}$$=\mathrm{1,115.18797}$$=\text{round up →}\mathrm{1,116}$

4. Divide the area to order by what one pallet covers to see how many pallets that is

   $\frac{\mathrm{2,060}}{500}$$=4.12$$=\text{round up →}5$

6. Rolls needed: 255

1. Multiply the lawn's length by its width to get its area

   $18\times 10$$=180\text{\hspace{0.17em}m²}$

2. Add 5% extra, because pieces get trimmed at edges and beds

   $180\times 1+0.05$$=189\text{\hspace{0.17em}m²}$

3. Find the area of one roll: length times width, then divide by 10,000 to turn cm² into m²

   $\frac{120\times 62}{\mathrm{10,000}}$$=0.744\text{\hspace{0.17em}m²}$

4. Divide the area to order by the area of one piece, then round up so no gap is left

   $\frac{189}{0.744}$$=254.032258$$=\text{round up →}255$

5. Divide the area to order by what one pallet covers to see how many pallets that is

   $\frac{189}{46}$$=4.108696$$=\text{round up →}5$

7. Rolls needed: 137

1. Multiply the lawn's length by its width to get its area

   $14\times 10$$=140\text{\hspace{0.17em}m²}$

2. Add 6% extra, because pieces get trimmed at edges and beds

   $140\times 1+0.06$$=148.4\text{\hspace{0.17em}m²}$

3. Find the area of one roll: length times width, then divide by 10,000 to turn cm² into m²

   $\frac{150\times 72.5}{\mathrm{10,000}}$$=1.0875\text{\hspace{0.17em}m²}$

4. Divide the area to order by the area of one piece, then round up so no gap is left

   $\frac{148.4}{1.0875}$$=136.45977$$=\text{round up →}137$

5. Divide the area to order by what one pallet covers to see how many pallets that is

   $\frac{148.4}{40}$$=3.71$$=\text{round up →}4$

8. Pieces (slabs or rolls) needed: 566

1. Add 6% extra, because pieces get trimmed at edges and beds

   $\mathrm{1,300}\times 1+0.06$$=\mathrm{1,378}\text{\hspace{0.17em}ft²}$

2. Find the area of one piece: length times width, then divide by 144 to turn in² into ft²

   $\frac{27\times 13}{144}$$=2.4375\text{\hspace{0.17em}ft²}$

3. Divide the area to order by the area of one piece, then round up so no gap is left

   $\frac{\mathrm{1,378}}{2.4375}$$=565.333333$$=\text{round up →}566$

4. Divide the area to order by what one pallet covers to see how many pallets that is

   $\frac{\mathrm{1,378}}{475}$$=2.901053$$=\text{round up →}3$

9. Rolls needed: 196

1. Multiply the lawn's length by its width to get its area

   $15\times 9$$=135\text{\hspace{0.17em}m²}$

2. Add 5% extra, because pieces get trimmed at edges and beds

   $135\times 1+0.05$$=141.75\text{\hspace{0.17em}m²}$

3. Find the area of one roll: length times width, then divide by 10,000 to turn cm² into m²

   $\frac{145\times 50}{\mathrm{10,000}}$$=0.725\text{\hspace{0.17em}m²}$

4. Divide the area to order by the area of one piece, then round up so no gap is left

   $\frac{141.75}{0.725}$$=195.517241$$=\text{round up →}196$

5. Divide the area to order by what one pallet covers to see how many pallets that is

   $\frac{141.75}{37}$$=3.831081$$=\text{round up →}4$

10. Rolls needed: 283

1. Add 6% extra, because pieces get trimmed at edges and beds

   $180\times 1+0.06$$=190.8\text{\hspace{0.17em}m²}$

2. Find the area of one roll: length times width, then divide by 10,000 to turn cm² into m²

   $\frac{150\times 45}{\mathrm{10,000}}$$=0.675\text{\hspace{0.17em}m²}$

3. Divide the area to order by the area of one piece, then round up so no gap is left

   $\frac{190.8}{0.675}$$=282.666667$$=\text{round up →}283$

4. Divide the area to order by what one pallet covers to see how many pallets that is

   $\frac{190.8}{40}$$=4.77$$=\text{round up →}5$