@boomerang,
Hey Boomer
wellllllll, this will be of cold comfort, I imagine, but my teachers were horrified that a 9 year old would be given that maths problem.
They allowed me to take our brightest pupil, who is year 6 (10yrs old, 11 yrs old this academic year) - and he is
gifted and talented, out of the classroom and sit quietly with the maths. He was under no pressure at all (is a
very confident young man) - and....
he could not do it
not only were the teachers gobsmacked after looking at it - but they said to give a child this kind of problem and having to make the conversion, in addition to the way the question was worded, could be wholly demoralising for a child, 9 years old... and older and especially a child with SEN.
I would imagine that a great many parents would have problems working this out too (probably a number of A2Kers have looked at this and worked it out from reading and then working thru the answer) - and unfortunately, tho it may seem that a child may think "well if my parents can't figure it, that's OK" ... in actual fact, from my experience, it often works in the reverse.
When R-boy, and sometimes with S-boy now, if there is homework that is set which I have trouble with (ha - physics - ack) - the reaction is one of "huge anger" (with R) and upset with S - because why would a teacher send home something that even an adult struggles with. (I'm talking early years problems, not exam questions).
As you've noted above - there are different answers here from A2K adults - so...
I'd go along with "this homework is abnormal" too.
Also, using the example of having to earn this sort of money babysitting... well, a child would not think in terms of near $700 for babysitting... completely unrealistic, which is enough to throw a child if they are trying to imagine how much it is likely to cost.
.....................................................................................
1 9x9 tile = 81 sq in
1 x 12x12 tile = 144 sq in
room = 12x15 = 180sq ft x 144 in = 25920 sq in divided by 81 = 320 tiles required
320 tiles divided by 2 = 160 tiles each colour
160 divided by 12/box = 13.333 = 14 whole boxes of each colour = 28 whole boxes
28 x $24.95 = $698.60.
<spits the dummy>
Hope you are feeling better today (((Boomer))).