It is: (356/1 + 356)*0.032 = 801/1250 or as 0.6408
43 + 42 = 64 + 16 = 80
The following are valid Excel operations for arithmetic in Excel:+ (plus)- (minus)/ (divide)* (multiply)^ (power of)The following are valid Excel operations for arithmetic in Excel:+ (plus)- (minus)/ (divide)* (multiply)^ (power of)The following are valid Excel operations for arithmetic in Excel:+ (plus)- (minus)/ (divide)* (multiply)^ (power of)The following are valid Excel operations for arithmetic in Excel:+ (plus)- (minus)/ (divide)* (multiply)^ (power of)The following are valid Excel operations for arithmetic in Excel:+ (plus)- (minus)/ (divide)* (multiply)^ (power of)The following are valid Excel operations for arithmetic in Excel:+ (plus)- (minus)/ (divide)* (multiply)^ (power of)The following are valid Excel operations for arithmetic in Excel:+ (plus)- (minus)/ (divide)* (multiply)^ (power of)The following are valid Excel operations for arithmetic in Excel:+ (plus)- (minus)/ (divide)* (multiply)^ (power of)The following are valid Excel operations for arithmetic in Excel:+ (plus)- (minus)/ (divide)* (multiply)^ (power of)The following are valid Excel operations for arithmetic in Excel:+ (plus)- (minus)/ (divide)* (multiply)^ (power of)The following are valid Excel operations for arithmetic in Excel:+ (plus)- (minus)/ (divide)* (multiply)^ (power of)
Many of them are taken from the Greek alphabet. plus, minus, mutiply and divide +-x/ are the basic symbol for mathematics + is for addition, - is for subtraction, x is for multiplication and / is for division
+ (plus) - (minus) / (divide) * (multiply) ^ (power) = (equals)
Divide all terms by 2 and it can then be factored to (2x+1)(5x+2)
A negative.
Sequence of events : divide by 2 , plus 2 , plus 3 divide by 2 plus 2 , plus 3 , divide by 2 and so on next number 6.
1/4
#include <iostream> using namespace std; template <class T> T Raise(T m, int n) { T x = m; while( --n ) m*=x; return( m ); } int main() { cout<<"2 raised to the power of 3 is "<<Raise((int)2,3)<<endl; cout<<"1.6 raised to the power of 4 is "<<Raise((double)1.6,4)<<endl; return(0); }
8,698,776.056
90
The exact values in the question are a bit ambiguous, but here goes: 30 + 3-1*(21/3)0 + 3-1*2 Anything raised to the power 0 is 1 Anything raised to the power -1 is its reciprocal So, 1 + 1/3*1 + 1/3*2 = 1 + 1/3 + 2/3= 1 + 1 = 2