addend


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Related to addend: augend, subtrahend
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a number that is added to another number (the augend)

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Integrating by parts the second addend and taking into account the fluid incompressibility and the boundary conditions (16), we obtain
Instruction Parameter Data format type Integer SPF DPF Add Significant bits w 32 23[1] 52[1] Instructions/SM/CLOCK i 160 192 64 Bits/SM/CLOCK w x i 5120 4416 3328 Multiply(-add) Significant bits w 32 12[2] 26[2] Instructions/SM/CLOCK i 32 192 64 Bits/SM/CLOCK [w.sup.2] x i 16384[3] 27648 43264 [1] Addend and adder should be lower than 24 - 1 = 23 (SPF) or 53 - 1 = 52 (DPF) bits to avoid round-off problem.
X 100) + DE; because the first addend is divisible by 4, it suffices to check if the second addend is also divisible by 4.
This is why Misaki's Axiom R defines the factor m as an exponent, not an addend or subtrahend.
The first addend represents the 'within effect' and the second addend the 'reallocation effect'.
In the particular case where v is such that the second addend vanishes, one obtains a well known result, the second Fick equation subjected to the continuity boundary condition required by [delta]f = 0 i.e.
In the case i [greater than or equal to] 2, one can separate the last addend of the sum [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII], leading to
Classical fullerene derivatives bearing one organic addend appended to the fullerene cage typically have a strong tendency to aggregate in aqueous solutions [7].
In the right-hand side of Equation (31), the first addend represents the contribution to the change in flux due to the current.
Predicting the compressive strength of steel fibre addend lightweight concrete using neural network, Computational Materials Science 42(2): 259-265.
The derivative (18b) is never null but tends to zero for [beta] [right arrow] +[infinity]; when [beta] [right arrow] +[infinity] the third addend in the derivative (18a) goes to zero, and solving the equation -l + exp(-c)/[l exp(-c)] = 0 one can obtain [[[??].sup.*.sub.ML] = log 2.Notethat this is the same estimate the method of proportion supplies.
Symbol Tsb (MPa) Growth time (s) PU-1/BDO/G10 * 1.2 [+ or -] 1 1.45 [+ or -] 0.45 PU-1/BDO/G20 1.5 [+ or -] 1 1.51 [+ or -] 0.47 PU-1/BDO/G30 1.6 [+ or -] 1 2.01 [+ or -] 0.49 PU-1/EHEE/G10 1.44 [+ or -] 1 1.43 [+ or -] 0.46 PU-1/EHEE/G20 2.1 [+ or -] 1 2.01 [+ or -] 0.48 PU-1/EHEE/G30 2.2 [+ or -] 1 2.31 [+ or -] 0.47 Symbol [T.sub.g] Hard segments ([degrees]C) content (%) PU-1/BDO/G10 * -31 58 PU-1/BDO/G20 -32 54 PU-1/BDO/G30 -31 49 PU-1/EHEE/G10 -30 48 PU-1/EHEE/G20 -31 44 PU-1/EHEE/G30 -32 41 * G10:10% of gelatin addend. Table 4: Canola oil sorption ofPU foams prepared from different chain extenders and various amounts of gelatin.
Counting-on-and-back 1079 The child uses advanced count-by-one strategies to (1.64%) solve addition or missing addend tasks.
understanding, at least here and now, is that property is not an addend but instead the sum: the correct addends that equal property are
Level of difficulty in the design Level of difficulty Description Level 1 Result number unknown--basic skill practice Level 2 Remove operator--between basic skill practice and comprehension application Level 3 Change number unknown add-to or subtraction--comprehension application Level 4 Initial number unknown add-to and subtraction--comprehension application Level 5 Change number unknown and Initial number unknown, addend or summand type -- the most difficult level Level of difficulty Example Level 1 A [+ or -] B = [] Level 2 A [] B = C Level 3 A [+ or -] [] = B Level 4 [] [+ or -] A = B Level 5 [] [+ or -] [] = A Table 3.