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 Charts & Formulas  Below you will find charts for determining basic units of -
 
Measure - in., ft., sq. ft., sq. yds.
Volume - cu. in., cu. ft., cu. yds. , gals.  
Weight - oz., lb., tons, English/Metric conversions.
English / Metric Conversion tables
Formulas to assist you in figuring soil volume, top dressing , bark mulch applications
Water volume for pools
Weight of soil balls on B&B plants
Plant spacing guidlines - for lining out plants plant spacing, etc.
Container filling guidelines for potting media
Seed germination charts
Chemical/Fertilizer Mixing conversions

 

  Units of Measure

Basic Units of Length   Basic units of Area
12 inches 1 foot   144 sq. in. 1 sq. ft.
3 feet 1 yard   1296 sq. in. 1 sq. yd.
1760 yards 1 statute mile   9 sq. feet 1 sq. yd.
5280 feet 1 statute mile   43560 sq. ft. 1 acre
      4840 sq. yd. 1 acre
      640 acres 1 sq. mile

 

 

Area: Acres to sq. feet
Acre Fraction Acre Decimal Square Feet
1/100 .01 435
1/10 .1 4,356
1/4 .25 10,890
1/2 .50 21,780
3/4 .75 32,670
1 1.0 43,560

 

 

Basic units of cubic measure
1,728 cu. in. 1 cu. foot
27 cu. ft. 1 cu. yard

 

 

Decimal fractions for inches - as a part of 1 foot
  0" 1/4" 1/2" 3/4"
1" .083 .021 .042 .063
2" .167 .188 .208 .229
3" .250 .271 .292 .313
4" .333 .354 .375 .396
5" .417 .438 .458 .479
6" .500 .521 .542 .563
7" .583 .604 .625 .646
8" .667 .688 .708 .729
9" .750 .771 .792 .813
10" .833 .854 .875 .896
11" .918 .938 .958 .979
Some formulas require using inches in their decimal fraction.
Fractions for whole inches are found under column 0".
When determining decimal fraction reading for whole inches plus a fractional part -
Find the point where the whole inch reading, intersects with the fractional reading.
Example: 1" = .083, 5 1/2" = .458

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Units of Volume

 

Basic units of cubic measure
1,728 cu. in. 1 cu. foot
27 cu. ft. 1 cu. yard

 

Formula for determining approx. cu. yds. of mulch needed.

L x W x H (H in decimal fraction) ¸ 27 = cu. yds. of mulch

See chart above for decimal fractions.

Example: To mulch a bed that is approx . 20' L x 3' W and put down 3" of mulch
20' x 3' x .25 = 50.0 ¸ 27 = .5 cu. yards of mulch needed.

 

 

Formula for determining approx. cu. yds. of soil needed.

L x W x H (H in inches) ¸ 10 ¸ 27 = cu. yds. of soil

Example: To add soil to an area 20'L x 3'W to a depth (or height) of 3".
20' x 3' x 3" = 180 ¸ 10 ¸ 27 = .66 cu. yds.
This soil formula allows for the shrinkage/settling factor of the soil.

  

Formula for determining cu. yd. of excavated material

L x W x H (in decimal fraction from below) = cu. yds.

Example: excavation of an area 10' x 12' x 3' deep
10' x 12' x .111 = 13.32 cu. yds
This formula will calculate the volume of excavated materials in a compacted state.
However, the volume of an excavated material, such as soil, expands when excavated and will be slightly greater in cu. yd. volume. If the same excavated hole needs to be backfilled, you would have to refer to the formula above, which gives you a greater volume of soil (16 cu. yds.), but this allows for a shrinkage factor and will give you 13.32 cu.yd. of soil after settling.

 

Decimal multipliers for excavated material formula
Depth inches / feet  
4" .012
6" .018
10" .031
1' .037
2' .074
3' .111
4' .148
5' .185
6' .222
8' .296

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 Formulas for Determining Area in sq. ft.

Area of a Square or Rectangle L x W = sq. ft.

Length x Width = sq. ft.

Area in cubic feet - L x W x H = cu. ft.

Length x Width x Height (or depth) = cu. ft.

  

Area of a Triangle .05 x B x H = sq. ft.

.05 x Base x Height = sq. ft.

Area of a Circle p R2 = sq. ft.

p (= 3.14) x Radius - squared In case you forgot - Radius = 1/2 the diameter

Radius squared is the measurement of the radius times itself ( example 24' x 24')

To find the sq. ft. in an irregular shape - Two methods can be used.

Remember, because it is an irregular shape, you will have a margin of error of approx. 5 - 10% depending upon the accuracy of your measurements.

Method 1:

At 10' intervals, measure the length of your shape in perpendicular lines.

Add the total of all the measurements of lengths and multiply by 10.

Equals approx. sq. ft.

Method 2:

Look at your shape. Divide your irregular shape, into smaller, regular shapes.

Determine the measurements of the smaller shapes - and find the sq. ft. of each piece.

Add together all of the total sq. ft. of the smaller shapes to determine the total sq. feet in the large irregular shape.

 

 


Measurements English / Metric Conversions   Measurements English / Metric Conversions
Inches to Centimeters Centimeters to Inches   Feet to Meters Meters to Feet
1 = 2.54 1 = .3937   1 = .3048 1 = 3.2808
2 = 5.08 2 = .7874   2 = .6096 2 = 6.5616
3 = 7.62 3 = 1.1811   3 = .9144 3 = 9.8425
4 = 10.16 4 = 1.5748   4 = 1.2192 4 = 13.1233
5 = 12.70 5 = 1.9685   5 = 1.5240 5 = 16.4041
6 = 15.24 6 = 2.3622   6 = 1.8288 6 = 19.6850
7 = 17.78 7 = 1.75559   7 = 2.1336 7 = 22.9658
8 = 20.32 8 = 3.1496   8 = 2.4384 8 = 26.2466
9 = 22.86 9 = 3.5433   9 = 2.7432 9 = 29.5275
10 = 25.40 10 = 3.9370   10 = 3.0480 10 = 32.8083

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 Liquid Measure / Volume

 

Liquid Measures
1 teaspoon .167 oz. 3 tsp. = 1 Tbs.
1 Tablespoon .5 oz.
2 Tablespoon 1 oz.
16 Tablespoon 8 oz. or 1 cup
 
1 pint 16 oz.
1 quart 32 oz.
1 gallon 128 oz.
 
2 cups 1 pint
2 pints 1 quart
4 quarts 1 gallon

 

 

Water Measurements
1 US gal. 231 cu. in. .134 cu. ft. 8.33 lbs.
1 cu. ft. 7.48 gal.   62.4 lbs.

 

 

Water capacity of round pools - per 1 foot depth   Water capacity of square pools - per 1 foot depth
Diameter of Pool Gallons per 1 foot of depth   Diameter of Pool Gallons per 1 foot of depth
3' 52.88   4' x 4' 119.68
4' 94.00   5' x 5' 187.00
5' 155.00   6' x 6' 269.28
6' 211.51   7' x 7' 366.52
7' 287.88   8' x 8' 478.72
8' 376.01   9' x 9' 605.88
9' 475.00   10' x 10' 748.00
10' 587.52   12' x 12' 1,007.12
To determine a capacity other than shown.   To find the capacity of oval or odd shaped pools.
Find a pool diameter of 1/2 the size needed and multiply its capacity by four.
Example: The capacity of a 16' pool - 8' is half of 16 376.01 x 4 =1,504.04 gal/ ft
  Determine the total area of the shape in square feet and multiply by 7.48 to find gallon capacity per foot of depth.
 

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PLANT SPACING CHARTS & Misc. Info

Peat Moss Coverage per 4 cu. ft. compressed bail (loosened)
Depth in inches Coverage per sq. ft.
1/2" 345.6
1" 86.4
2" 43.2
3" 28.8
4" 21.6

 

 

Approx. # Plants per 100 sq. ft.
Spacing # Plants
6" 400
8" 225
12" 100
18" 45
24" 25
These numbers are useful for determining plants for groundcovers or mass plantings.
Spacings are on center measurements, or the distance between each plant.

 

 

# Plants / Trees per acre
Spacing is between plants & between rows.
Spacing # Plants/acre   Spacing # Plants / acre
2' x 2' 10,890   6' x 6' 1,210
3' x 3' 4,840   8' x 8' 680
4' x 3' 3,630   10' x 10' 435
4' x 4' 2,722   20' x 20' 108
5' x 3' 2,904   25' x 25' 69
5' x 5' 1,742   30' x 30' 48

 

 

Suggested Tree Spacing for Fruit Trees / Orchard
Crop Spacing between trees
Apples 30' - 35'
Apricots 25' - 30'
Cherries (sweet) 25' - 30'
Nectarines 20' - 25'
Peaches 20' - 25'
Pears 20' - 35'
Plums 20' - 25'

 

 

Various Spacings of Plants per Acre  
Distance apart  plants x rows Number of Plants per acre
1’ x 1’ 43,560
2’ x 2’ 10,888
2 ½’ x 2 ½" 6,970
3’ x 3’ 4,840
3 ½’ x 3 ½’ 3,556
4’ x 4’ 2,722
4 ½’ x 4 ½’ 2,151
5’ x 5’ 1,742
5 ½’ x 5 ½’ 1,440
6’ x 6’ 1,210
7’ x 7’ 889
8’ x 8’ 680
9’ x 9’ 537
10’ x 10’ 435
12’ x 12’ 302
15’ x 15’ 193
18’ x 18’ 134
20’ x 20’ 108

 

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Estimated Weights of Soil Balls    
Size of Plant Ball   Diameter Estimated Weight
18"-24"  10" 30 lbs.
2’-3’  12" 45 lbs.
3’-4’  13" 60 lbs.
4’-5’  15" 75 lbs.
5’-6’  16" 100 lbs.
6’-8’  18" 150 lbs.
1"- 1 ¼" cal.  18" 150 lbs.
8’-10’  18" 225 lbs.
1 ¼"- 1 ½" cal.  21" 225 lbs.
1 ½"- 1 ¾" cal.  24" 300 lbs.
1 ¾"- 2" cal.  27" 450 lbs.
2"- 2 ½" cal.  30" 650 lbs.
   32" 800 lbs.
2 ½"- 3" cal.  36" 1,200 lbs.
3"- 3 ½" cal.  40" 1,600 lbs.
   42" 1,700 lbs.
   44" 1,700 lbs.
3 ½"- 4" cal.  48" 2,600 lbs.
4"- 4 ½" cal.  54" 3,500 lbs.
4 ½"- 5" cal.  60" 5,500 lbs.
5"- 6" cal.  66" 7,000 lbs.
6"- 7" cal.  72" 9,000 lbs.
7"- 8" cal.  78" 12,000 lbs.
8"- 9" cal.  84" 15,000 lbs.

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Seed planting guides

 

Bedding Plant Guide        
Plant  type  Seeds per oz. Germ. Time Germ. Temp. Growing on temp.
Ageratum 200,000 8 days 70-80 60
An. Alyssum 90,000 8 days 70 50-55
Per. Alyssum 30,000 3-4 weeks 70 60
Aquilegia 15,000 3-4 weeks  70 50-60
Asters 12,000 8-10 days 65-70 55
Tuberous-Begonias  2,000,000 15-30 days 65 65
Fibrous-Begonias 2,000,000 2-3 weeks 70 60
Calendula 3,000 10 days 70 50
Campanula  150,000 2-3 weeks 70  
An. Candytuft  9,500 8-9 days 70 50
Chrysanthemum  72,000 14-21 days 60  
Dahlia 2,800 7-10 days 75 50
Pyrethrum Daisy 18,500 12 days 60-65 55-60
Shasta Daisy 18,000 12 days 60-65 55-60
Gloriosa Daisy 45,000 14 days 70 60
Delphinium 10,000  18 days 70 40-50
Dusty Miller 90,000  7-9 days 70  
Foxglove 10,000  10 days 75 grow cool
Gallardia 9,500 20 days 75 grow cool
Geranium 6,000 14 days 76 62
An. Gypsophilia 11,000  155-600 days 70-80 45-50
Per. Gypsophilia  25,000 10 days 65 50-55
Hollyhock 6,000 10 days  60 55-60
Impatiens 40-60,000 18 days 58-60 55-60
Flw. Kale 9,000  7-12 days 65-70 55
Larkspur 8,500  21 days 55 60-65
Lobelia 700,000 20 days 70 45-50
Marigold 10,000   7 days 70-75 65
Nasturtiums  200  14-21 days 70 60
Nicotiana 300,000 14 days 70 60
Nierembergia 170,000 14-21 days  80 55
Pansy 20,000   10 days 70 45-50
Petunias  285,000 7-10 days 80 50
Phlox 14,000  10 days 60 55
An. Poppy 15,000 7-10 days 75 65
Per. Poppy  150,000 7-10 days 70  
Portulaca 265,000  10 days 70 70
Primula 33,000  21 days 60-65 50-55
Russell Lupine 1,000 21-28 days 60-75 55-60
Rudbeckia   45,000 14 days 70  
Salvia   7,500 14 days 70 60
Snapdragon 180,000 7-14 days  70 45-50
Statice 8,000 14-20 days 70 60
Stock 18,700   7 days 65-70 50
Strawflower 45,000   7 days 70 60-65
Tritoma 22,000  21-28 days 65-75  
Verbena 10,000 14-21 days 70 60
Vinca 21,000 14-21 days 75-80 70-75
Viola 25,000 14-21 days 65 50-55
Zinnia 2-4,500 5 days 70 50

 

 

Vegetable Planting Guide
Vegetable seeds per oz.   Germ. Temp.
Cabbage  7,500 70-80
Cauliflower 10,000 70-80
Broccoli 10,000 70-80
Brussel sprouts 8,500 70-80
Head Lettuce 20,000 60-75
Onion 9,500 65-80
Celery 70,000 60-70
Tomatoes 10,000 70-80
Peppers 4,500 75-85
Eggplant 6,000 75-90
Cucumber 1,000 70-95
Muskmelon 1,000 76-95
Watermelon 300 70-95

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Potting guides

POTTING GUIDE        No. of pots filled per cu. ft. of media
Type top size depth pots filled per cu. ft
Standard Round Pot 2 ¼" 2 1/16" 266
  3"  2 ¾" 124
  4" 3 7/8" 50
  5" 3 ½" 27
  6"  5 ¾" 16
  6 ½" 5" 14
  7"  5 3/8" 11
  8" 5 7/8"  7
  10"  7 3/8" 4
Bulb Pans/Pots 6" 3 9/16" 24
  8" 4" 9
  12" 6" 3
Nursery containers/Pots 4 ½" (quart)  4 ½" 30
  6 ½" (1 gal.) 6 ½" 8
  8 ½" (2 gal.) 8 ½" 4.5
  10 ¼" (3 gal.)  9 ½" 3
Hanging baskets 5 ½" 4 ¼" 17
  7" 5 ¼" 12
  8" 4 7/8" 11
  10" 6 1/8" 5
Flats  11 x 21 x 2 ¼"   3.5
       

 

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Chemical / Fertilizer Mixing Conversions

 

Today, many insecticides, fungicides and other chemical products we purchase for use on our trees, shrubs, lawns and other plants give directions on using the product in 100 gallons of water. Not all applications may require 100 gallon volumes of material and if smaller amounts are required the following chart should be used to accurately determine the proper amount needed.
Liquid Equivalent Chart
100 gal. 25 gal. 12 ½ gal.  5 gal. 1 gal.
2 gal.  2 qt. 1 qt. 12 7/8 oz. 2 ½ oz.
1 gal.  1 qt. 1 pt. 6 ½ oz. 1 ¼ oz.
2 qts.   1 pt. 8 oz. 3 ¼ oz. 5/8 oz.
1 qt.    ½ pt. 4 oz. 1 9/16 oz. 5/16 oz.
1 ½ pt.  . 6 oz. 3 oz. 1 ¼ oz. ¼ oz.
1 pt.  4 oz. 2 oz.  7/8 oz. 3/16 oz.
8 oz. 2 oz. 1 oz.  7/16 oz. ½ tsp.
4 oz.  1 oz. ½ oz. ¼ oz.  ¼ tsp.

 

 

Solid Equivalent Chart - Wp (wetable  powders)
100 gal. 25 gal.  12 ½ gal. 5 gal. 1 gal.
4 oz. 1 oz. ½ oz.  3/16 oz. ¼ tsp.
8 oz. 2 oz. 1 oz. 3/8 oz. ½ tsp.
1 lb. 4 oz. 2 oz. 7/8 oz. 1 tsp.
2 lb.  8 oz. 4 oz. 1 ¾ oz. 2 tsp.
3 lb.  12 oz. 6 oz. 2 3/8 oz. 2 2/5 tsp
4 lb. 1 lb. 8 oz. 3 ¼ oz. 3 4/5 tsp.
5 lb. 1 ¼ lb. 12 oz. 4 oz. 4 4/5 tsp.

 

 Let us know if there are other formulas or calculations that you would like to see here.

Remember many of the calculations made from these formulas are only as close, as the accuracy of the original measurements made.

 

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