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what measure quanties of water to make soap
Because a measure of mass is desired in the set of standard units.
Six and a half what?You need to define your desired units of measurement for the six and a half.For example:6.5 centimeters = 65 millimeters6.5 inches = 165.1 millimeters
Production for five people was as follows: 8 units, 11 units, 6 units, 12 units, 8 units. What was their average production in units?
117 units
To dilute Taq polymerase from 500 units/ml to a desired concentration, calculate the volume of the enzyme needed to achieve the desired units. For example, if you need 100 units, you would dilute 0.2 ml of the 500 units/ml solution in a total volume to reach your desired concentration.
what measure quanties of water to make soap
few motor units
Because a measure of mass is desired in the set of standard units.
rapid rate
few motor units :)
add projected sales in units to desired ending inventory and subtract beginning inventory
Yes. Make the length of each side 1/4 of the desired perimeter.
To solve a stoichiometry problem, follow these steps: Write a balanced chemical equation for the reaction. Convert the given quantity of the starting material (in moles or grams) to moles of the desired substance using the mole ratio from the balanced equation. Convert moles of the desired substance to the desired units (moles, grams, liters) using molar mass or volume relationships if necessary. Double-check your work and ensure units are consistent.
Write a balanced chemical equation. Convert given quantities to moles. Use the mole ratio from the balanced equation to find the moles of the desired substance. Convert the moles back to the desired units.
Spring scales measure force, typically in units of newtons or pounds.
To convert acceleration units to velocity units, you need to integrate acceleration over time. If acceleration is constant, you can use the equation: velocity = acceleration x time. Make sure the units for acceleration are compatible with the units for time to get the velocity in the desired units.