[kg/m³] kg-m3.com All about density

[oz av / L] to [lb t / tbsp (metric)]

« from oz-av / l
Switch ⇆ : from pound (troy) per tablespoon (metric) to ounce (avoirdupois) per litre

Convert density from ounce (avoirdupois) per litre to pound (troy) per tablespoon (metric).
Conversion number is 7.3826883138021E-8, this means that oz avL is smaller unit compared to lb ttbsp (metric).

Enter the density in ounce (avoirdupois)litre

oz av
L
7.3826883138021E-8 lb t
tbsp (metric)

Result is in pound (troy)tablespoon (metric) .
Calculation process:

1
oz av / L
×
2.8349523125E-02 [kg/oz av] / 5760.0000000000 [kg/lb t]
×
1.50E-05 [m³/tbsp (metric)] / 0.001 [m³/L]
= 7.3826883138021E-8
lb t / tbsp (metric)

 

Bulk conversion [oz av / L] => [lb t / tbsp (metric)]

[oz av/L][lb t/tbsp (metric)]


Generate numbers from:
Step:  

You can enter your own numbers (one per line) or just generate some numbers and convert them. The results you can copy-paste to Excel for example.


More about base units:

• 1 ounce (avoirdupois) [oz av] ≡  1⁄16 lb = 2.8349523125E-02 kg, definition: = 0.45359237 kg /16 = 28.349523125 g. in fraction: 1 oz av ≡ 0.45359237/16 kg. National Institute of Standards and Technology (October 2011). Butcher, Tina; Cook, Steve; Crown, Linda et al. eds. Appendix C – General Tables of Units of Measurement (PDF) p. C-6
• 1 litre [L] ≡ 1 dm³ = 0.001 m3, definition: Litre (or Liter spelling in American English) is very popular unit of volume equal to 10 cm × 10 cm × 10 cm cube ≡ 0.001 m³. conversion.org/volume/litre/
• 1 pound (troy) [lb t] ≡ 5760 grains = 5760.0000000000 kg, definition: 64.79891 g x 5760 = 0.3732417216 kg. National Institute of Standards and Technology (October 2011). Butcher, Tina; Cook, Steve; Crown, Linda et al. eds. Appendix C – General Tables of Units of Measurement (PDF) p. C-6
• 1 tablespoon (metric) [tbsp (metric)] ≡ 15 ml = 1.50E-05 m3, definition: Metric tablespoon is exactly 15 mL ≡ 15.0×10−6 m³. Cardarelli, François Cradarelli (2003). Encyclopaedia of Scientific Units, Weights and Measures. London: Springer. p. 44. ISBN 978-1-4471-1122-1