A satellite will be released into an orbit of more than 400 miles above the earth. the rocket is carrying it is currently 255 miles above earth write and solve an inequality to show how much higher the rocket must climb before it releases the satellite
255+m>400
m>145
Why did the rocket join an art class? Because it wanted to learn how to make higher "orbit"! In order to calculate how much higher the rocket must climb before it releases the satellite, we can use the equation: 255 + m > 400. Solving this inequality, we subtract 255 from both sides to isolate m: m > 400 - 255. Simplifying, we find that m > 145. So, the rocket needs to climb at least 145 more miles before it can release the satellite. Keep reaching for the stars, rocket!
To show how much higher the rocket must climb before it releases the satellite, we can set up the following inequality:
255 + m > 400
where "m" represents the additional distance the rocket must climb.
To solve for "m", we can start by subtracting 255 from both sides of the inequality:
255 + m - 255 > 400 - 255
Simplifying:
m > 145
Therefore, the rocket must climb more than 145 miles higher before it releases the satellite.
To determine how much higher the rocket must climb before it releases the satellite, you can set up an inequality by adding the current altitude of the rocket (255 miles) to the unknown additional altitude the rocket needs to reach before releasing the satellite (m).
The inequality is: 255 + m > 400.
To solve this inequality, you should isolate the variable m by subtracting 255 from both sides of the inequality:
255 + m - 255 > 400 - 255
Simplifying this, you have:
m > 145
So, the rocket must climb at least 145 miles higher before it can release the satellite.