Video instructions and help with filling out and completing Can Form 5495 Assessment

Instructions and Help about Can Form 5495 Assessment

All righty here we go the first one is pretty easy Sigma one two three one two three one two three one two three one two three one two three lift middle right let me write this middle right so we need three to the right in this one I know the correct answer is this one and you could say there's some kind of symmetry I'm not sure how to express the rule but I'll just be satisfied with clicking G one two three one two three one two three left middle right let me write NIF middle right three to the right here the horizontal line goes from top middle button and the vertical line line goes from Wright's middle left so we need left and button in this one we have movement in the matrix and the movement of the the rule applies from top left and then in the reading direction to the right and when we finish the row we start on the next row so we have the first little box here moves from this cell right right and then it starts over on the next row middle right next row middle and it adds up in the last cell of the matrix the other little box moves in the opposite direction so it goes from last to first so we have the first one and the last one rips and here we have we have the three figures and each figure is represented once in each row and in each column so we need a circle here to represent it once in a column and in the row this one I know the correct answer is H I'm not sure why you could say there is some kind of here when you go from left to right things are preserved and when you go from top to button things am Europe well it's a chain away and this one we have the middle section is a combination of the left and the right so this one and this one combines into this one so we have a triangle here and we need this triangle to combine so it's a here we have a rule from left to right we have a triangle and something happens and a triangle again a circle something happens and some kind of circle again so we have a square and we need a square here we can see there is some kind of stretching in the vertical direction here there stretching in the horizontal direction here we have both a vertical line and the horizontal line so they're stretching in both directions so we go from a small square to a large square here we have this kind of one two three one three to where each number Serbs represented once in each row and in each column so in this conference tents the middle column we have 2 1 & 3 here we have in the right corner 3 2 and we need one then we have to decide between these three and then we can look at the direction of the the lines they go each direction is also represented one so we have diagonal vertical horizontal vertical horizontal diagonal here we have our Sun so diagonal and we need wood vertical so is this here we have a shape of two Leafs and they move apart from each other when we go from left to right so they start here move one apart from each other or two and then one more or two more and we have this one they move apart from each other and they end up here in this one you could say that the the white one and the left one and the right one combined into the center one but we have to have some kind of rule for what happens when a part of the drawing is represented both to the left and to the right and you can express this in various ways but one one way to express it is that each part of the drawing is represented are the zero times or two times not once not three but zero or two and actually this rule would apply if we start with it with any of the any two of the three cells in a row or in a column so let's try if we start with this one and this one and want to make this one then we have the vertical line is here and here so it's already twice so it's not gonna be a third time this line here is represented once here it's not on this and this cell so it must be on the last one to be with represented trice so let's apply this rule from let's say here here and then to here the horizontal line is represented already twice so it's not going to be here these diagonal lines once here they are not here so they must be over here and we end up if you check everything with this figure in this one we have also a some kind of combination of this cell to the left and this cell to the right combines into the middle zone and if we combine this one and this one we get this one so here we have something that combines with this one so get this one that would be H in this one we have action from left to right or rule from left to right we have three different shapes and they can either be empty or filled out so we start with when we ran this : we start with a filled out shape then we have another shape that's NC and then the enter shape repeats and inside we have the third shape that's not in the first or second place so we have a square here because we have a