when bearing is greater than 180 In order to calculate back bearing subtract bearing from 360
In the same way that you calculate mean and median that are greater than the standard deviation!
Draw a flow chart to calculate simple interest with 10% rate if time is greater than 2 yrs otherwise calculate simple interest with 5%.
No. Add the zeros on the back. Is .3000 bigger than .0382? Absolutely not.
You eventually get the answer 1
To determine if the product of 0.4 times 1.8 is greater than or less than 0.4, we need to calculate the result. 0.4 multiplied by 1.8 equals 0.72. Therefore, the product of 0.4 times 1.8 (which is 0.72) is greater than 0.4.
If the bearing is less than 180 add 180: If the bearing is more than 180 subtract 180. For example: the back bearing of 76 will be 256 (76+180=256).
The number of decimal places has no bearing on the relative value. 0.2 is greater than 0.137 0.402 is greater than 0.3
If the density of the ball bearing is less than the density of the given oil, the ball bearing will float in the oil since objects with lower density float on substances with higher density. The buoyant force acting on the ball bearing will be greater than its weight, causing it to rise to the surface of the oil.
In the same way that you calculate mean and median that are greater than the standard deviation!
Draw a flow chart to calculate simple interest with 10% rate if time is greater than 2 yrs otherwise calculate simple interest with 5%.
No. Add the zeros on the back. Is .3000 bigger than .0382? Absolutely not.
You eventually get the answer 1
To determine if the product of 0.4 times 1.8 is greater than or less than 0.4, we need to calculate the result. 0.4 multiplied by 1.8 equals 0.72. Therefore, the product of 0.4 times 1.8 (which is 0.72) is greater than 0.4.
Dividing 63.00 by 9 gives an estimate of 7.00. To determine if 63.59 is greater or less than the exact answer, we can calculate the exact answer by dividing 63.59 by 9. The exact answer is 7.066666... which is greater than 7.00. Therefore, 63.59 is greater than the estimated answer of 7.00.
The bearing capacity of gravel depends on it's level of compaction and also on the presence of pore water.*However the following presumed values for bearing capacity have been quoted in text books:A,+Compact gravel and compacted sandy gravel - 600 kPaMedium dense gravel and sandy gravel - 200-600 kPaLoose gravel and sandy loose gravel - 200 kPa.*NB These presumed bearing capacities are for footings with a width (B) greater than 1m and where the depth to the phreatic surface is greater than B below the base of the footing.+ There are a number of empirical formulations used in geotechnical engineering to calculate bearing capacity of footings on soils however they cannot be reproduced effectively here.A Cobb, F. (2009). Structural Engineer'sPocket Book. Second edition. Oxford, Butterworth-Heinemann.
the gate value size should be greater than size of pipe .
To calculate how many times greater 2.0 is than 0.2, you would divide 2.0 by 0.2. This equals 10, meaning that 2.0 is 10 times greater than 0.2. This is because 2.0 divided by 0.2 equals 10.