Translation for "a d a" to finnish

A d a

• d

Translation examples

d

Organisational and management theories have viewed Design Thinking as forming part of the A/D/A (architecture/design/anthropology/) approach.
Organisaatio- ja johtamisen teorioissa Design Thinking eli suunnitteluajattelu on nähty osana A/D/A -ajatusmallia (architecture/design/anthropology).

In the 10th part of the game, if after the end of the battlewins Quan Chi, then you need to click on D, A, D, A, L, being far from the stricken opponent.
Pelin 10. osassa, jos taistelun päättyminenvoittaa Quan Chi, sinun täytyy klikata D, A, D, A, L, joka on kaukana haavoittuvasta vastustajasta. Sitten merkki tekee hänen peruskuolemaansa.

Andrew Jones has stated that the A/D/A model is typical of innovative, human-oriented enterprises, where it has replaced more traditional M/E/P (mathematics/economics/psychology) models.
Andrew Jones on väittänyt, että A/D/A -malli on tyypillistä innovatiivisille, ihmiskeskeisille yrityksille, joissa se on korvannut perinteisemmät M/E/P -mallit (mathematics/economics/psychology).

It is also useful to take the differential of the four-vector, dA and divide it by the differential of the scalar, dλ: d A differential = d A d λ derivative d λ differential {\displaystyle {\underset {\text{differential}}{d\mathbf {A} }}={\underset {\text{derivative}}{\frac {d\mathbf {A} }{d\lambda }}}{\underset {\text{differential}}{d\lambda }}} where the contravariant components are: d A = ( d A 0 , d A 1 , d A 2 , d A 3 ) {\displaystyle d\mathbf {A} =(dA^{0},dA^{1},dA^{2},dA^{3})} while the covariant components are: d A = ( d A 0 , d A 1 , d A 2 , d A 3 ) {\displaystyle d\mathbf {A} =(dA_{0},dA_{1},dA_{2},dA_{3})} In relativistic mechanics, one often takes the differential of a four-vector and divides by the differential in proper time (see below).
Usein on myös kätevää käyttää neli­vektorin differentiaalia dA ja jakaa se skalaarin λ differentiaalilla dλ: d A differential = d A d λ derivative d λ differential {\displaystyle {\underset {\text{differential}}{d\mathbf {A} }}={\underset {\text{derivative}}{\frac {d\mathbf {A} }{d\lambda }}}{\underset {\text{differential}}{d\lambda }}} missä kontravariantit komponentit ovat: d A = ( d A 0 , d A 1 , d A 2 , d A 3 ) {\displaystyle d\mathbf {A} =(dA^{0},dA^{1},dA^{2},dA^{3})} ja kovariantit koordinaatit: d A = ( d A 0 , d A 1 , d A 2 , d A 3 ) {\displaystyle d\mathbf {A} =(dA_{0},dA_{1},dA_{2},dA_{3})} Relativistisessa mekaniikassa neli­vektorin differentiaali jaetaan usein itseis­ajan differtiaalilla.

Consider a triangle whose sides are in an arithmetic progression and let the sides be a, a + d, a + 2d.
Nämä kolmiot yhdistetään siten, että sivut a. Näin saadaan kolmio, jonka sivujen pituudet ovat c, e, and b + d.