You have to be the second or fourth player in as a guest
Planet B ended on 2011-02-27.
To find the weight of the elephant on Planet B, we can use the ratio given. If the weight on Planet A is 4700 pounds, and the ratio of weight on Planet A to Planet B is 100 to 3, we can set up the equation: [ \frac{4700}{\text{Weight on Planet B}} = \frac{100}{3} ] Cross-multiplying gives us: [ 100 \cdot \text{Weight on Planet B} = 4700 \cdot 3 ] Solving for the weight on Planet B: [ \text{Weight on Planet B} = \frac{4700 \cdot 3}{100} = 141 ] Thus, the elephant weighs 141 pounds on Planet B.
kepler 22-b
Based on the distances provided, Planet A is Venus and Planet B is Saturn
Based on the fact that Planet A has a greater mean distance from the Sun than Planet B, you can correctly infer that Planet A likely has a longer orbital period than Planet B. This is because planets that are farther from the Sun generally take longer to complete one orbit.
The prologue in the front of Twilight will remain the same until either.... A) The author (S. Meyer) makes a second printing with an edited prologue or B) An adaptation is made for a new printing, but both are pretty unlikely.
The duration of Planet B is 1800.0 seconds.
I assume you mean "Kepler 22B". It refers to a recently discovered planet.
Planet B ended on 2011-02-27.
Planet B was created on 2009-03-02.
'definitely, planet A' 'But if you think like this: on planet B an hour has passed in the same amount of time a second has passed on planet A. Then time runs faster on planet B.'
The duration of Planet B-Boy is 1.68 hours.
The Robot was called B-9 or was essentially just the (Robot) Robby the Robot is from the l956 film Forbidden Planet.
Planet B-Boy was created on 2008-03-21.
To find the weight of the elephant on Planet B, we can use the ratio given. If the weight on Planet A is 4700 pounds, and the ratio of weight on Planet A to Planet B is 100 to 3, we can set up the equation: [ \frac{4700}{\text{Weight on Planet B}} = \frac{100}{3} ] Cross-multiplying gives us: [ 100 \cdot \text{Weight on Planet B} = 4700 \cdot 3 ] Solving for the weight on Planet B: [ \text{Weight on Planet B} = \frac{4700 \cdot 3}{100} = 141 ] Thus, the elephant weighs 141 pounds on Planet B.
There is no record of a B-2 ever being shot down
The password for planet b-boy rar: Theg0l0smell0fmavr0vill0@privateups.com