Calculate the height of the tortoise

The first drawing shows the tortoise off the ground not on the ground.
Height is not measured at the raised head position, anyone who has had their height measured will know that.
You therefore cannot give a hard figure on how tall the tortoise is.
A pig on the other hand...
 
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The first drawing shoes the tortoise off the ground not on the ground.
Height is not measured at the raised head position, anyone who has had their height measured will know that.
You therefore cannot give a hard figure on how tall the tortoise is.
A pig on the other hand...
You're overthinking it. 😅
 
I’m just not getting it.

Starting with the second pic, the rock + tortoise = 230cm. Yeah, no problem understanding that.

BUT the first pic shows 200cm from the top of the turtle’s head, not the ground. Therefore, the overall height of the rock is 200cm + the height of the tortoise.

Still not seeing it…
 
I’m just not getting it.

Starting with the second pic, the rock + tortoise = 230cm. Yeah, no problem understanding that.

BUT the first pic shows 200cm from the top of the turtle’s head, not the ground. Therefore, the overall height of the rock is 200cm + the height of the tortoise.

Still not seeing it…
Yeah. So the rock is 215cm (if that had been the question)
 
Can we have the two ropes question next, please?
One all the way around the earth and the other one metre above the first one all the way round the earth. How much longer is the longer one?

To make it easy.
The earth has a diameter of 12,742 kilometres for the purpose of this question and can be represented as a circle rather than its true oblate spheroid shape.

Its one of my favourites. ;)

2 ropes Q.jpg
 
Can we have the two ropes question next, please?
One all the way around the earth and the other one metre above the first one all the way round the earth. How much longer is the longer one?

To make it easy.
The earth has a diameter of 12,742 kilometres for the purpose of this question and can be represented as a circle rather than its true oblate spheroid shape.

Its one of my favourites. ;)

View attachment 57348
You best do it , I just get called a troll or wind up merchant for daring to challenge peoples thinking with obvious but actually not so obvious questions 🤔 😅😅
 
Well - the engineer would go for 15cm but the mathematician would go for <15. Why? Well in the 1st pic the tortoise is not quite standing on the ground - in the 2nd it is standing on top of the rock. The engineer will consider 15 to be within acceptable tolerance of the exact answer; the mathematician most likely would not - unless as level of accuracy or uncertainly is specified for the approximation.

The man in the street would ignore the pedantic mathematician.
 
Can we have the two ropes question next, please?
One all the way around the earth and the other one metre above the first one all the way round the earth. How much longer is the longer one?

To make it easy.
The earth has a diameter of 12,742 kilometres for the purpose of this question and can be represented as a circle rather than its true oblate spheroid shape.

Its one of my favourites. ;)

View attachment 57348
Too easy. 🤣
 
Can we have the two ropes question next, please?
One all the way around the earth and the other one metre above the first one all the way round the earth. How much longer is the longer one?

To make it easy.
The earth has a diameter of 12,742 kilometres for the purpose of this question and can be represented as a circle rather than its true oblate spheroid shape.

Its one of my favourites. ;)

View attachment 57348

Ah, well ...

Is the lower edge of the outer rope, 1m above the lower edge of the inner rope. Or is the separation of the two ropes (ie top edge to lower edge) 1m. And how thick is the rope. Might make a difference you see. :)

(And yes, the answer is surprising. Sort of ...)
 
Ah, well ...

Is the lower edge of the outer rope, 1m above the lower edge of the inner rope. Or is the separation of the two ropes (ie top edge to lower edge) 1m. And how thick is the rope. Might make a difference you see. :)

(And yes, the answer is surprising. Sort of ...)
The answer has always blown my mind.
 
Can we have the two ropes question next, please?
One all the way around the earth and the other one metre above the first one all the way round the earth. How much longer is the longer one?

To make it easy.
The earth has a diameter of 12,742 kilometres for the purpose of this question and can be represented as a circle rather than its true oblate spheroid shape.

Its one of my favourites. ;)

View attachment 57348
Couldn't you wait for almost the end of June to ask it?
 
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