Gay-Lussac’s Law states the temperature of a gas is proportional to the pressure; and as the temperature increases, the pressure also increases. In this case, if the temperature of the hot pavement road on a hot summer's day will affect the pressure in the car tire, resulting in it to pop. If all hot roads are banned, then there will be no way for the tires to pop. The formula for Gay-Lussac's Law is P1/T1=P2/T2. If the temperature is decreased, then the pressure in the tires will be decreased and they will not be popped. For example, when it is a hot day, the temperature of the road is initially 45 degrees Celsius and the pressure of the tire is 50 psi. This will cause the tire to pop. If there is no hot road and the temperature is now 30 degrees Celsius, to find the new pressure you would need to cross multiply. So P2= (P1*T2)/T1. This would be 50 psi * 30 degrees Celsius divided by 45 degrees Celsius. The new pressure would be 33.33 psi. This is normal for pressure in a car tire, which is normally 32-35 psi. In this example the temperature of the road was dropped from 45 degrees Celsius to 30 degrees Celsius, and the pressure of the tire dropped from 50 psi to 33.33 psi. This proves that if there is a ban on hot roads, car tires will not pop. SIGN THE PETITION! BAN HOT ROADS NOW!