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What if I told you that 0.11111...= 1/9Deebu R said:g*=0.11 x 9.81=1.079m/s^2.
Is that the answer?
What would your answer be then?
The discussion revolves around determining the gravitational acceleration at a height equal to the Earth's diameter from its surface, starting from the known value of 9.81 m/s² at the surface. Participants explore the implications of gravitational force and its relationship with distance from the Earth's center.
Several participants are engaged in exploring the mathematical relationships and ratios involved in gravitational acceleration. Some guidance has been provided on how to express gravitational acceleration at height in relation to its value at the surface, but there remains some confusion about the calculations and the use of mass in the equations.
Participants are working under the constraints of a homework problem, which includes specific values for Earth's radius and the requirement to express gravitational acceleration at a height equal to the Earth's diameter. There is also a mention of available multiple-choice answers that may influence the discussion.
What if I told you that 0.11111...= 1/9Deebu R said:g*=0.11 x 9.81=1.079m/s^2.
Is that the answer?
Well yeah. I guess...what will I do if the options are like that?Should I go for option d?PeroK said:It can only be one of those!
Actually I got the answer as 1/9 but since the option given are in decimal form I divided it to get 0.1111...Chestermiller said:What if I told you that 0.11111...= 1/9
What would your answer be then?
Well, 9.81/9 = 1.09Deebu R said:Actually I got the answer as 1/9 but since the option given are in decimal form I divided it to get 0.1111...
OHHHHHHH! I did not think of that. This is mind blowing. I am happy. Thank you very much for your time and effort. It felt really really nice.Chestermiller said:Well, 9.81/9 = 1.09
Deebu R said:In the end there was no complicated calculation. It was way more simple than I thought. I felt like I just watched a suspense thriller. Thank you guys very much for helping me.
You should really be thanking Perok and BvU, not me.Deebu R said:In the end there was no complicated calculation. It was way more simple than I thought. I felt like I just watched a suspense thriller. Thank you guys very much for helping me.