Vergelijkingen H4. --- Introductie ---

Sorry,
but the supported languages of this module are: en,nl,cn
And at this moment there is no support for fr
The module is native to Dutch, but will default to English

Which topic ?: Addition and Subtraction (write as a single logarithm)more arithmetics and logarithmsEquations with logarithmsEven more Equations with logarithmsDetermine the intersection point of two log-curvesIntersection points:solve the inequalityDraw the line on single ’logarithmic paper’ (uses Java)More lines on single ’logarithmic paper’ (uses Java)Not Ready:Multiple choice and ’log-paper’Equations including roots and fractions (’linear’)Equations including roots and fractions (’quadratic’)Equations including roots (miscellaneous)Equations including Exponents (type a^x=b)Equations including Exponents (type x^a=b)Equations including fractional ExponentsEquations & Trigonometry (type sin(ax+d) = c)Equations & Trigonometry (type sin(ax+b) = sin(x))Equations & Trigonometry (Limited Domain:type sin(ax+d) = c)Equations & Trigonometry (double-angle identity)Rewrite two equations as one (H4)Rewrite two equations as one (normal)Rewrite two equations as one (difficult)Rewrite three equations as one (H4)Rewrite two equations as one (’tricky’)not ready:[Story 1 (application of formulas)]not ready:[Story 1 (application of formulas)]not ready:[Story 1 (application of formulas)]Equations including Exponents [type a^(x + b) + a^(c - x) = d] Equations including Exponents [type b*a^(x + c) = d]Equations with Exponents [type x^(a - b×log(x)) = c]Equations with Logarithms [type a log(^x log(b)) = c)]Equations with Logarithms [type log(a-x³) = 3×log(b-x)]

Set the difficulty level of this exercise: increasing easy normal difficult very difficult

Set the number of exercises:

accuracy of the answer? not applicable mathematical precise 5 decimals 4 decimals 3 decimals 2 decimals 1 decimal integers

Set the usage of this exercise: used for training :) select yourself printerversion of exercise used for testexam used in formal exam all deep html hyperlinks to this module