Max = 700 K, min = 80 K.
it will orbit the sun it self and the sun will keep it in the right spot for its temperature
The surface temperature of Saturn at 1 bar is 134 Kelvin which equates to -139o Celsius
The temperature of each planet varies due to their placement in the solar system. The temperature of mercury can reach 465°C and also drops to -184°C. Venus, 456.85 C (854.33° F). Earth, -88/58 (min/max) °C. Mars, the temperature ranges from -87 to -5 °C. Jupiter, the range is 14.85 - 19.85 C (58.73 - 67.73° F). Saturn, due to its tilt position the temperature is different in the southern and northern hemispheres. Uranus, the average temperature is -197.15 C (-322.87° F). Neptune, -200.15 C (-328.27° F).
Because they obey the same laws (specifically, de Morgan's Laws): -max(a,b) = min(-a,-b) and -min(a,b) = max(-a,-b). In theory, you could use max for intersection and min for union, too.
#include<iostream.h> void main() { double sum=0,avg,max=0,min=100,temp[12]; char *Month[]={"Jan", "Feb", "Mar", "Apr", "May", "Jun","Jul", "Aug", "Sep", "Oct", "Nov", "Dec"}; for(int j=0;j<12;j++){ cout << "Enter the temperature of month :"<<*(Month+j)<< endl; cin >> temp[j]; sum=sum+temp[j]; } avg=sum/12; for(int i=0;i<12;i++){ if(temp[i]>max) max=temp[i]; if(temp[i]<min) min=temp[i];} cout << "Average temperature of the year: " << avg << endl; cout << "Maximum temperature of the year: " << max << endl; cout << "Minimum temperature of the year: " <<min << endl; }
it will orbit the sun it self and the sun will keep it in the right spot for its temperature
150max -125min
it will be mercury
No, it lowers both the max and min temperature.
Max - 61.7F Min - 33.4F
Average temperature - min 14.6C max 26.0C:)
MIN. -3 MAX. -10-15
An instrument used to find out the air temperature
The minimum, maximum, and current temperature.
The surface temperature of Saturn at 1 bar is 134 Kelvin which equates to -139o Celsius
January Average Temperature: Min 21°C, Average Temperature: Max 36°CAverage Rainfall: 35mm
Compare the readings at the end of the red line.