,linear equation | lineaire vergelijking
a system of linear equations |een systeem van lineaire vergelijkingen
equations with absolute values |vergelijkingen met absolute waardes
exponents basic rules|exponenten basis regels
exponents fractional base|exponenten bij breuken
compounded base|exponenten bij haakjes
multiply/divide terms with common exponents|vermenigvuldigen/delen bij dezelfde exponenten
negative exponent|negatieve exponenten
multiple exponents|meerdere exponenten
fractional exponents|breuk exponenten
add/subtract terms with common exponents|optellen/aftrekken met overeenkomende exponenten
Solving exponential equations|exponentiele vergelijkingen oplossen
solving equations with roots|vergelijkingen met wortels oplossen
roots: to remember|wortels: om te onthouden
quadratic equations|kwadratische vergelijkingen
inequalities and absolute value|verschillen en abosulte waarden
inequalities and absolute value and square-roots|verschillen en abosulte waarden en exponenten en wortels
variables with units and strange symbol formulas|variabelen met units, rare symbolen en formules
sequences and patterns|Opeenvolgingen en patronen
functions|functies
, linear equation | lineaire vergelijking
Solving an equation: Isoleer de variabelen aan één van de twee
kanten. Als je handelingen doet, moet je dit
aan beide kanten van de vergelijking doen.
Lineare vergelijking: ax +/- b = 0
Voorbeeld: 3x - 5 = 1
Oplossen: optellen Oplossen: delen of
of aftrekken vermenigvuldigen
Trek aan beide kanten van de Deel of vermenigvuldig aan
vergelijking iets af of tel iets op. beide kanten van de vergelijking.
x + 5 = 6 y
= 3a
-5 -5 2
x=1 *2 *2
y = 6a
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