The subject of ‘Refraction’
I will give the meaning for –
To fractions, give compaction,
And then split them up once more!
(Refraction: ½ + ½ = 1 = ¼ + ¾)
The subject of ‘Refraction’
I will give the meaning for –
To fractions, give compaction,
And then split them up once more!
(Refraction: ½ + ½ = 1 = ¼ + ¾)
😀
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There are half a dozen German boat songs I could sing for you right now. 🙂 With a nice deep baritone voice in four-part harmony.
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From ‘Das Boot’?
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hehehe!!
I think “Das Boot” was “The Perfect Storm”, not?
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Sturm und drang,
Went with a bang!
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Really nice, Col.
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Thanks – it was part of a magical evening cruise on a friend’s yacht.
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Cool! (ok, you can stop showing off now.) 😀
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Can’t I even mention that he and his family live on it, and that he did us the favour of painting our new home’s ceiling today?
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lol ’cause you can. 😉 Must be a really big one if they’re living on it. 🙂
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No larger than a caravan – one learns to do witn the minimum. Maybe all of us should try it!
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My grandma had a caravan for holidays. Wasn’t too bad. 😉
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I absolutely love that shot!
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Very glad you enjoyed it!
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fabulous photo, the algorithm lost me
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Thanks – as for the other, you have fractions, you bring them back to a whole – and then you re-fraction in splitting into fractions again!
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oh my goodness gracious
In that refraction I am lost
To me it means of nothing, why does this have to be
I went to school and did my sums, but its still a mess to me
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If you can’t half grasp it you have been in the wrong quarters!
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Very pretty in pink 🙂
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And blending into reds and oranges – it was quite something to see progressing.
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gorgeous capture
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Thanks for saying so!
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Heck, I wish I’d had that poem for my grade 8’s! The upside-down V reminds me of Geometry lessons on congruency 😉
Red masts in the sunset?
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It would have made a math-ive impact? The V would have thrown some light on the subject! Someone really should have hoisted one, just for the show of the thing …
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Beautiful photo, Col.
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It was a simply stunning scene.
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I love your sunset photos so different from the usual ones I see.
PS: how is your arm doing?
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Thanks!
Still have tennis elbow, alas. At least, now, it is balanced by having got it in the left arm as well. That makes lifting, bashing, twisting or wrenching things rather … interesting.
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Oh dear! Hope it improves soon.
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Thanks!
*glumly* They aren’t, though. They get subjected to too much continued stress.
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Thanks for the Maths lesson, Col. What a super image for the challenge. 🙂
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I’m sure Einstein is imitating a barrel going downhill in his grave!
I recalled that image in my archives with glee.
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Wat a glare from the sun; but a beautiful sight.
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The upside-down ‘V’ the refraction produced was really striking, I thought.
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