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A Hunslet Club Parkside second row forward, pictured at Station Moor, Beza Street, during a Division Three encounter with Thornhill Trojans in amateur rugby league's Kingstone Press Cider National Conference League. HCP survived a late Trojans rally to triumph 20-16 in a meeting of league newcomers with 100 per cent records.
Admission: £2 (including 16-page programme). Attendance: 210.
A4-sized Italian Fag Themed Alphabet and Numbers. Download for FREE at:
www.tes.co.uk/teaching-resource/Italian-Flag-Themed-Alpha...
I used to believe Friday the 13th as a bad day and bad date, but 13th of June with number 33 is worse. Hmmm,,, just ask me why?
I was walking back to the office from having my lunch and saw a familiar face looking up at me from the sidewalk...
I handpainted these numbers which have been cut out of MDF, they will be hung from ribbons on the back of a chair on each table at our wedding breakfast.
Tuesday, 8th January 2013
2013 challenge for week beginning 8 January: Dry
I hate my feet!!! I hate them being touched and I rather hate looking at feet so this was a random picture for me to take but the dry skin on my feet was the only thing I could think of for Dry other than the tumble drier which is rather un-exciting!
So here is my foot with its horrible dry skin! And my funny five toes! People always say my toes are strange!!
ODC - Numbers [5 toes]
my soon to be mother in law crossed stitched these up for me!! beautiful! i got 10 framed today, 8 more to go!!
Rational Numbers are Countable which can be expressed in form of p/q where p & q are integers such that q ≠0. If we are given a pair of rational numbers say 2/7 and 4/7. If we look at glance on these two rational numbers, we say that there exist only one rational number i.e. ¾ between them. But if the question is find 5 rational numbers b/w the given two rational numbers. Now , we multiply numerator & denominator by 4, we get (2x4)/(7x4) and (4x4)/(7x4) Or 8/28 and 16/28. Now, we have 9/28, 10/28, 11/28, 12/28, 13/28, 14/28 and 15/28 as the rational numbers lying between the two rational numbers 8/28 and 16/28. We can say that they are rational numbers lying between 2/7 and 4/7.