本文整理汇总了C++中Rational::geteNumerator方法的典型用法代码示例。如果您正苦于以下问题：C++ Rational::geteNumerator方法的具体用法？C++ Rational::geteNumerator怎么用？C++ Rational::geteNumerator使用的例子？那么恭喜您, 这里精选的方法代码示例或许可以为您提供帮助。您也可以进一步了解该方法所在类Rational的用法示例。
在下文中一共展示了Rational::geteNumerator方法的3个代码示例，这些例子默认根据受欢迎程度排序。您可以为喜欢或者感觉有用的代码点赞，您的评价将有助于系统推荐出更棒的C++代码示例。
示例1: canExponentiate
bool Exponential::canExponentiate() {
if(base->type == "euler"){
return false;
}else if(base->type == "exponential"){
Exponential* ex = (Exponential *) base;
this->exponent->multiply(ex->getExponent());
Integer* numSum = new Integer (1);
ex->getExponent()->setNumerator(numSum);
return false;
// false is returned because the base itself would have already been exponentiated if it were possible
}else if(base->type == "integer"){
return true;
}else if(base->type == "logarithm"){
return false;
}else if(base->type == "nthRoot"){
nthRoot* nr = (nthRoot *) base;
Rational* r = new Rational(this->exponent->getNumerator(), nr->getRoot()*this->exponent->getDenominator());
//makes a new exponent, multiplying the denominator by the root, allowing the root to be simplified to one
this->exponent = r;
nr->setRoot(1);
return false;
}else if(base->type == "pi"){
return false;
}else if(base->type == "rational"){
Rational* r = (Rational *) base;
if (r->geteNumerator()->type == "integer" && r->geteDenominator()->type == "integer") {
Exponential* nu = new Exponential(r->geteNumerator(), this->exponent);
r->setNumerator(nu);
Exponential* de = new Exponential(r->geteDenominator(), this->exponent);
r->setDenominator(de);
}
}else{
cout << "type not recognized" << endl;
}
return false;
}示例2: exponentiate
void Exponential::exponentiate(){
Integer* one = new Integer(1);
Rational* oneRat = new Rational(1, 1);
if (this->base->type == "rational") {
Rational* ratBase = (Rational *) this->base;
Exponential* numAsExponential = new Exponential ((ratBase->geteNumerator()), (this->exponent)); //no matching constructor for exponential
Exponential* denAsExponential = new Exponential ((ratBase->geteDenominator()), (this->exponent)); //same error
Rational* newRatBase = new Rational(numAsExponential, denAsExponential);
this->base = newRatBase;
this->exponent = oneRat;
}
else {
if (this->exponent->getNumerator()==0) {
this->exponent=oneRat;
this->base=one;
}
bool toFlip = false;
if (exnu->getValue()<0) {
exnu->setValue(exnu->getValue()*-1);
toFlip = true;
//handles negative exponents
}
Expression* constantBase = 0;
if (base->type == "integer") { //fixed the problem for integers but nothing else
Integer *a = (Integer *)base;
constantBase = new Integer(a->getValue());
}
while (exponent->getNumerator()>1)
{
base->multiply(constantBase);
exponent->setNumerator(exponent->geteNumerator()->subtract(one));
}
if (toFlip) {
while (exnu->getValue() > 1) {
base->multiply(constantBase);
exnu->subtract(one);
}
Integer* one = new Integer(1);
Rational* mouse = new Rational(one, base);
base = mouse;
exponent = new Rational(1,1);
}
}
}示例3: multiply
Expression* Exponential::multiply(Expression* a){
if(a->type == "euler"){
if (this->base->type == "euler") {
Rational* oneRat = new Rational(1, 1);
this->exponent->add(oneRat);
}
}else if(a->type == "exponential"){
Exponential* ex = (Exponential *) a;
//if (this->base == ex->getBase()) {
// this->exponent->add(ex->getExponent());
//}
if (ex->base->type == this->base->type) {
if ((ex->base->type == "euler") || (ex->base->type == "pi")) {
this->exponent->add(ex->exponent);
}
}
}else if(a->type == "integer"){
}else if(a->type == "logarithm"){
}else if(a->type == "nthRoot"){
}else if(a->type == "pi"){
if (this->base->type == "pi") {
Rational* oneRat = new Rational(1, 1);
this->exponent->add(oneRat);
}
}else if(a->type == "rational"){
Rational* r = (Rational *) a;
Expression* numToSet = r->geteNumerator();
numToSet->multiply(this);
r->setNumerator(numToSet);
return r;
}else{
cout << "type not recognized" << endl;
}
return this;
}