Page 59 - steps 3b.pdf
P. 59

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        RESOURCE MASTER 87              RESOURCE MASTER 8q            [g]                               RESOURCE MASTER q2             RESOURCE MASTER q6
      Open: play the game.            Open: interpreting a  lOx 10    x6  0,6, 12,  18,24, 30, 36, 42,             rn  Find  different  ways  of moking   Practical: constructing a net
                                                                                                                     the  number  shown  in  the  stars
                                      multiplication grid.               48, 54, 60                                  Use  +,  - and  x  every  time.   for a tetrahedron from given
                                      (1/3 a,c)                                                                                       information.
        RESOURCE MASTER 88                                            xq  O,q,  18,27,36, 45, 54,63,                 Some.  e.l<ample.S ·
                                                                         72,81, qO
      rn-~                             10  10  lOis<>  ~$O  bel  10  ao'OIOO                                                           RESOURCE MASTER q7
                                       rn  Complete  the  multiplication  grid.
                                       Q   Q  IS  2..1  36  45  SIt  b3 7Z.  81  '10
      Open: making and sorting         8  % Ib  2-'1- 32-~  't8Sb bit 72.  gO   00   ~                                                Practical: constructing a
                                       7  7  I,/- 21  12.%  3S 4-2.~  Isb  b3  70
      cards from  1 to 100.            6  b  12.18  2.'t~  3b~2.  ~8~bO                                                               cube from a provided net
                                                                      £30            qOP
                                       5  5  10  15  20  25  .3O~5  40  'tS SO                                                        and instructions.
                                       4  4   8  12  16  20  2.'t  21S  32 3bft<>
      ~-[I]                            3  2  2  4  6  Q  12  15 1'6  21  2'\- 27~
                                         3  6
                                              8  10 12  Itt- Ib  II! 2D
                                        1  1  2   3   4  5  b  7   8  'l  10   RESOURCE MASTER q 1
                                       x  1  2   3   4  5  6  7   8   Q  10   This  shows  two
                                                         products from  the
                                                         grid and  the   rn
                                       [g]  ~~~ ~~~~~e~eO~h~~et~~ ;~~h!'ome way.  I ~o~~e~e~~iCh
                                          b>< 'l
                                       a  r;;sQ   b ~O 10 xl!   8>,5 ~   a  14   b  15     c  18
                                        'l Lf-L=J   70   10><7   E}- Sxit-
                                         x5   ")(b   54   Con you  find  them?
                                                                      d  12     e  50      f  30
                                       e  ~6
                                         48  8~b   d  ~1t't  7t5 -f3s!4o} h5
                                           Sx1
                                         40  S><,)  1xr-0-(,x't   1><'t  --E§}- 'il><'t   [g]                           RESOURCE MASTER qS
      00                               ~ Make  up  more  examples  like  these  on your  own  po per.
                                                                      a  16     b  qO      c  27                                      \" I "~' \'''I~ I
      Answers in both the x2 and                                                                       ~' I "''I'~' I'"
                                                                         10        72        35                    08 ~~ l't  ~ 2.2.  H  ~ 3\ 3~ 3;-...
      x5 tables = multiples of 10.      RESOURCE MASTER qO                                                  :   03
      Answers in the x2 table but     rn                              d  43     e  0       f  13
                                                                                             q
                                                                        8
                                                                                   30
      not in the x5 table = 2, 4, 6,                                                                   rn  Mark these  decimals  in  the  right  place on  the  number line.
      8,  12,  14,  16,  18.             x2        x5       x10                                           a  0·8   b  3·1   c  I·q   d  2·5   e  0·3   f  1·4   9  3 · 7   h  2·2   3·3   1·1
                                         ...-      ...-     .......-
      Answers in the x5 table but      2"  4     3  .. 15   4" 40     00
      not in the x2 table = 5,  15,    q  .. 18   5  " 25  10"100     a  (2 + 3) x 2 = 10             [g]                  00                   ~
      25,35,45.                        3"  6     4  " 20   3" 30
                                       7  .. 14   q  " 45   5" 50     b  (1 0 - 6) x 5 = 20           a  0.8 <  1.4        a  o.q,  1.0,  1.1   a  2       b  2
      Answers in the x2 table and
                                       1 ..  2   1  ..  5   8" 80     c  5 x (8 + 2) = 50             b  3.3 > 0.3         b  3.0, 2.q, 2.8     c  4       d  0
      not in the x5 table = 2, 4, 6,
                                      10  " 20  10  " 50   1"  10
      8,  12,  14,  16,  18.                                          d  (lOx 5) - 1 = 4q             c  2.5 >  I.q        c  1 .5, 2.0, 2.5    e  1      f  1
                                       5  " 10   8  " 40   7" 70
                                       4"  8     2  " 10   q .. qO    e  (8 + 2) x q = qO             d  2.2 < 3.7         d  1.4,  1.6,  1.8   9  3       h  3
                                       6  .. 12   7  " 35   2" 20
                                                                      f  5 x (2 + 4) = 30             e  3.1  > 0.8
                                       8  " 16   6  " 30   6" 60
                                                                                                      f  1.1  <  1.4



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