Solucion de 2x-8=12-3x

Solución simple y rápida para la ecuación 2x-8=12-3x. Nuestra respuesta es comprensible y explicada paso a paso.

Si no es lo que está buscando, escriba sus propios datos.

Solucion de 2x-8=12-3x:




Warning: date(): It is not safe to rely on the system's timezone settings. You are *required* to use the date.timezone setting or the date_default_timezone_set() function. In case you used any of those methods and you are still getting this warning, you most likely misspelled the timezone identifier. We selected the timezone 'UTC' for now, but please set date.timezone to select your timezone. in /home/soluciones/www/rownania_eng/solve.php on line 60

Warning: date(): It is not safe to rely on the system's timezone settings. You are *required* to use the date.timezone setting or the date_default_timezone_set() function. In case you used any of those methods and you are still getting this warning, you most likely misspelled the timezone identifier. We selected the timezone 'UTC' for now, but please set date.timezone to select your timezone. in /home/soluciones/www/rownania_eng/solve.php on line 60

Warning: strtolower(): It is not safe to rely on the system's timezone settings. You are *required* to use the date.timezone setting or the date_default_timezone_set() function. In case you used any of those methods and you are still getting this warning, you most likely misspelled the timezone identifier. We selected the timezone 'UTC' for now, but please set date.timezone to select your timezone. in /home/soluciones/www/rownania_eng/Library/R/Equation.php on line 19

Warning: strtolower() expects exactly 1 parameter, 2 given in /home/soluciones/www/rownania_eng/Library/R/Equation.php on line 19


Warning: R_Equation_Solver::init(): It is not safe to rely on the system's timezone settings. You are *required* to use the date.timezone setting or the date_default_timezone_set() function. In case you used any of those methods and you are still getting this warning, you most likely misspelled the timezone identifier. We selected the timezone 'UTC' for now, but please set date.timezone to select your timezone. in /home/soluciones/www/rownania_eng/Library/R/Equation/Solver.php on line 211

Notice: Undefined offset: 1 in /home/soluciones/www/rownania_eng/Library/R/Equation/Solver.php on line 211
Movemos todos los personajes a la izquierda:
-()=0
================================================================================ AUTHOR INFORMATION Copyright 2005, Miles Kaufmann. LICENSE Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: 1 Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer. 2. Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution. 3. The name of the author may not be used to endorse or promote products derived from this software without specific prior written permission. THIS SOFTWARE IS PROVIDED BY THE AUTHOR ``AS IS'' AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. */ class EvalMath { var $suppress_errors = false; var $last_error = null; var $v = array('e'=>2.71,'pi'=>3.14); // variables (and constants) var $f = array(); // user-defined functions var $vb = array('e', 'pi'); // constants var $fb = array( // built-in functions 'sin','sinh','arcsin','asin','arcsinh','asinh', 'cos','cosh','arccos','acos','arccosh','acosh', 'tan','tanh','arctan','atan','arctanh','atanh', 'sqrt','abs','ln','log'); function EvalMath() { // make the variables a little more accurate $this->v['pi'] = pi(); $this->v['e'] = exp(1); } function e($expr) { return $this->evaluate($expr); } function evaluate($expr) { $this->last_error = null; $expr = trim($expr); if (substr($expr, -1, 1) == ';') $expr = substr($expr, 0, strlen($expr)-1); // strip semicolons at the end //=============== // is it a variable assignment? if (preg_match('/^\s*([a-z]\w*)\s*=\s*(.+)$/', $expr, $matches)) { if (in_array($matches[1], $this->vb)) { // make sure we're not assigning to a constant return $this->trigger("cannot assign to constant '$matches[1]'"); } if (($tmp = $this->pfx($this->nfx($matches[2]))) === false) return false; // get the result and make sure it's good $this->v[$matches[1]] = $tmp; // if so, stick it in the variable array return $this->v[$matches[1]]; // and return the resulting value //=============== // is it a function assignment? } elseif (preg_match('/^\s*([a-z]\w*)\s*\(\s*([a-z]\w*(?:\s*,\s*[a-z]\w*)*)\s*\)\s*=\s*(.+)$/', $expr, $matches)) { $fnn = $matches[1]; // get the function name if (in_array($matches[1], $this->fb)) { // make sure it isn't built in return $this->trigger("cannot redefine built-in function '$matches[1]()'"); } $args = explode(",", preg_replace("/\s+/", "", $matches[2])); // get the arguments if (($stack = $this->nfx($matches[3])) === false) return false; // see if it can be converted to postfix for ($i = 0; $iv)) { $stack[$i] = $this->v[$token]; } else { return $this->trigger("undefined variable '$token' in function definition"); } } } $this->f[$fnn] = array('args'=>$args, 'func'=>$stack); return true; //=============== } else { return $this->pfx($this->nfx($expr)); // straight up evaluation, woo } } function vars() { $output = $this->v; unset($output['pi']); unset($output['e']); return $output; } function funcs() { $output = array(); foreach ($this->f as $fnn=>$dat) $output[] = $fnn . '(' . implode(',', $dat['args']) . ')'; return $output; } //===================== HERE BE INTERNAL METHODS ====================\\ // Convert infix to postfix notation function nfx($expr) { $index = 0; $stack = new EvalMathStack; $output = array(); // postfix form of expression, to be passed to pfx() $expr = trim(strtolower($expr)); $ops = array('+', '-', '*', '/', '^', '_'); $ops_r = array('+'=>0,'-'=>0,'*'=>0,'/'=>0,'^'=>1); // right-associative operator? $ops_p = array('+'=>0,'-'=>0,'*'=>1,'/'=>1,'_'=>1,'^'=>2); // operator precedence $expecting_op = false; // we use this in syntax-checking the expression // and determining when a - is a negation if (preg_match("/[^\w\s+*^\/()\.,-]/", $expr, $matches)) { // make sure the characters are all good return $this->trigger("illegal character '{$matches[0]}'"); } while(1) { // 1 Infinite Loop ;) $op = substr($expr, $index, 1); // get the first character at the current index // find out if we're currently at the beginning of a number/variable/function/parenthesis/operand $ex = preg_match('/^([a-z]\w*\(?|\d+(?:\.\d*)?|\.\d+|\()/', substr($expr, $index), $match); //=============== if ($op == '-' and !$expecting_op) { // is it a negation instead of a minus? $stack->push('_'); // put a negation on the stack $index++; } elseif ($op == '_') { // we have to explicitly deny this, because it's legal on the stack return $this->trigger("illegal character '_'"); // but not in the input expression //=============== } elseif ((in_array($op, $ops) or $ex) and $expecting_op) { // are we putting an operator on the stack? if ($ex) { // are we expecting an operator but have a number/variable/function/opening parethesis? $op = '*'; $index--; // it's an implicit multiplication } // heart of the algorithm: while($stack->count > 0 and ($o2 = $stack->last()) and in_array($o2, $ops) and ($ops_r[$op] ? $ops_p[$op] < $ops_p[$o2] : $ops_p[$op] <= $ops_p[$o2])) { $output[] = $stack->pop(); // pop stuff off the stack into the output } // many thanks: http://en.wikipedia.org/wiki/Reverse_Polish_notation#The_algorithm_in_detail $stack->push($op); // finally put OUR operator onto the stack $index++; $expecting_op = false; //=============== } elseif ($op == ')' and $expecting_op) { // ready to close a parenthesis? while (($o2 = $stack->pop()) != '(') { // pop off the stack back to the last ( if (is_null($o2)) return $this->trigger("unexpected ')'"); else $output[] = $o2; } if (preg_match("/^([a-z]\w*)\($/", $stack->last(2), $matches)) { // did we just close a function? $fnn = $matches[1]; // get the function name $arg_count = $stack->pop(); // see how many arguments there were (cleverly stored on the stack, thank you) $output[] = $stack->pop(); // pop the function and push onto the output if (in_array($fnn, $this->fb)) { // check the argument count if($arg_count > 1) return $this->trigger("too many arguments ($arg_count given, 1 expected)"); } elseif (array_key_exists($fnn, $this->f)) { if ($arg_count != count($this->f[$fnn]['args'])) return $this->trigger("wrong number of arguments ($arg_count given, " . count($this->f[$fnn]['args']) . " expected)"); } else { // did we somehow push a non-function on the stack? this should never happen return $this->trigger("internal error"); } } $index++; //=============== } elseif ($op == ',' and $expecting_op) { // did we just finish a function argument? while (($o2 = $stack->pop()) != '(') { if (is_null($o2)) return $this->trigger("unexpected ','"); // oops, never had a ( else $output[] = $o2; // pop the argument expression stuff and push onto the output } // make sure there was a function if (!preg_match("/^([a-z]\w*)\($/", $stack->last(2), $matches)) return $this->trigger("unexpected ','"); $stack->push($stack->pop()+1); // increment the argument count $stack->push('('); // put the ( back on, we'll need to pop back to it again $index++; $expecting_op = false; //=============== } elseif ($op == '(' and !$expecting_op) { $stack->push('('); // that was easy $index++; $allow_neg = true; //=============== } elseif ($ex and !$expecting_op) { // do we now have a function/variable/number? $expecting_op = true; $val = $match[1]; if (preg_match("/^([a-z]\w*)\($/", $val, $matches)) { // may be func, or variable w/ implicit multiplication against parentheses... if (in_array($matches[1], $this->fb) or array_key_exists($matches[1], $this->f)) { // it's a func $stack->push($val); $stack->push(1); $stack->push('('); $expecting_op = false; } else { // it's a var w/ implicit multiplication $val = $matches[1]; $output[] = $val; } } else { // it's a plain old var or num $output[] = $val; } $index += strlen($val); //=============== } elseif ($op == ')') { // miscellaneous error checking return $this->trigger("unexpected ')'"); } elseif (in_array($op, $ops) and !$expecting_op) { return $this->trigger("unexpected operator '$op'"); } else { // I don't even want to know what you did to get here return $this->trigger("an unexpected error occured"); } if ($index == strlen($expr)) { if (in_array($op, $ops)) { // did we end with an operator? bad. return $this->trigger("operator '$op' lacks operand"); } else { break; } } while (substr($expr, $index, 1) == ' ') { // step the index past whitespace (pretty much turns whitespace $index++; // into implicit multiplication if no operator is there) } } while (!is_null($op = $stack->pop())) { // pop everything off the stack and push onto output if ($op == '(') return $this->trigger("expecting ')'"); // if there are (s on the stack, ()s were unbalanced $output[] = $op; } return $output; } // evaluate postfix notation function pfx($tokens, $vars = array()) { if ($tokens == false) return false; $stack = new EvalMathStack; foreach ($tokens as $token) { // nice and easy // if the token is a binary operator, pop two values off the stack, do the operation, and push the result back on if (in_array($token, array('+', '-', '*', '/', '^'))) { if (is_null($op2 = $stack->pop())) return $this->trigger("internal error"); if (is_null($op1 = $stack->pop())) return $this->trigger("internal error"); switch ($token) { case '+': $stack->push($op1+$op2); break; case '-': $stack->push($op1-$op2); break; case '*': $stack->push($op1*$op2); break; case '/': if ($op2 == 0) return $this->trigger("division by zero"); $stack->push($op1/$op2); break; case '^': $stack->push(pow($op1, $op2)); break; } // if the token is a unary operator, pop one value off the stack, do the operation, and push it back on } elseif ($token == "_") { $stack->push(-1*$stack->pop()); // if the token is a function, pop arguments off the stack, hand them to the function, and push the result back on } elseif (preg_match("/^([a-z]\w*)\($/", $token, $matches)) { // it's a function! $fnn = $matches[1]; if (in_array($fnn, $this->fb)) { // built-in function: if (is_null($op1 = $stack->pop())) return $this->trigger("internal error"); $fnn = preg_replace("/^arc/", "a", $fnn); // for the 'arc' trig synonyms if ($fnn == 'ln') $fnn = 'log'; eval('$stack->push(' . $fnn . '($op1));'); // perfectly safe eval() } elseif (array_key_exists($fnn, $this->f)) { // user function // get args $args = array(); for ($i = count($this->f[$fnn]['args'])-1; $i >= 0; $i--) { if (is_null($args[$this->f[$fnn]['args'][$i]] = $stack->pop())) return $this->trigger("internal error"); } $stack->push($this->pfx($this->f[$fnn]['func'], $args)); // yay... recursion!!!! } // if the token is a number or variable, push it on the stack } else { if (is_numeric($token)) { $stack->push($token); } elseif (array_key_exists($token, $this->v)) { $stack->push($this->v[$token]); } elseif (array_key_exists($token, $vars)) { $stack->push($vars[$token]); } else { return $this->trigger("undefined variable '$token'"); } } } // when we're out of tokens, the stack should have a single element, the final result if ($stack->count != 1) return $this->trigger("internal error"); return $stack->pop(); } // trigger an error, but nicely, if need be function trigger($msg) { $this->last_error = $msg; if (!$this->suppress_errors) trigger_error($msg, E_USER_WARNING); return false; } } // for internal use class EvalMathStack { var $stack = array(); var $count = 0; function push($val) { $this->stack[$this->count] = $val; $this->count++; } function pop() { if ($this->count > 0) { $this->count--; return $this->stack[$this->count]; } return null; } function last($n=1) { return isset($this->stack[$this->count-$n])?$this->stack[$this->count-$n]:''; } }
Warning: R_Equation::calculateNumbers(): It is not safe to rely on the system's timezone settings. You are *required* to use the date.timezone setting or the date_default_timezone_set() function. In case you used any of those methods and you are still getting this warning, you most likely misspelled the timezone identifier. We selected the timezone 'UTC' for now, but please set date.timezone to select your timezone. in /home/soluciones/www/rownania_eng/Library/R/Equation.php on line 299

Fatal error: Class 'EvalMath' not found in /home/soluciones/www/rownania_eng/Library/R/Equation.php on line 299
El resultado de la ecuación 2x-8=12-3x para usar en su tarea doméstica.

Ver soluciones similares:

| Solucion de 3/7+3x=1 | | Resultado de (2^x+1)^2=64 | | Solucion de 1/4x+1/2=3/4 | | Solucion de 2x+3/4=x+1 | | Resultado de X-3x=86 | | Solucion de 3x-5x+6÷2=4 | | Solucion de √(x^-5x+1)+x^-5x=1 | | Resultado de 3(x-4)+2(x-1)=11 | | Respuesta de 2x^2-20x+50=0 | | Respuesta de 20x^2-20x+50=0 | | Solucion de 3/5x+12=36-12 | | Resultado de 5x-6=10x+4 | | Resultado de x/7-10=21-16 | | Solucion de 3/2x-3=17+13 | | Respuesta de (x-8)^2+x-2=(2x-4)^2 | | Resultado de (x-8)+x-2=2x-4 | | Solucion de x+12=40 | | Respuesta de 2{x}^{{2}^{2}}+x=5x+2{x}^{2}+602 | | Resultado de 2(3x-5)=3(2x+5) | | Resultado de 5a=40 | | Solucion de -3(a+3)+4=4 | | Resultado de 2(x-1)=4 | | Resultado de X-3x-130=0 | | Resultado de Y=1/2x+2x | | Respuesta de 4x+5=-3 | | Respuesta de 3(x+2)+5=25 | | Resultado de (x+4)²=36 | | Solucion de (x+4)=36 | | Resultado de 3x-8=2-2× | | Solucion de x-7/x+3=10/x+3-3 | | Respuesta de X-3/2=2-(x-2)/3 | | Respuesta de x-4x=20 |

Categorías de solucionadores