Depth · one concept from first principles · step 2 of 4
Per-cell counts give the front and side views
The views from above and from the front are shown for a shape built from unit cubes. Draw the view from the side.
Depth · one concept from first principles · step 2 of 4
The views from above and from the front are shown for a shape built from unit cubes. Draw the view from the side.
Column 1 is only 1 high from the front, so none of its three stacks can be taller than one -- all three are exactly 1.
Column 1 accounts for 3 cubes.
6.G.A.4Eliminate PossibilitiesEvery stack in the left column is exactly one cube tall.
From the front, all the stacks in one column line up behind each other, so the view shows only the tallest of them.
That column shows only one cube, so none of its stacks reaches higher, and each occupied cell holds at least one.
Column 2 has only one occupied cell, so the front view's 3 must be that stack's height.
Row 2 column 2 is 3 cubes tall.
6.G.A.4Eliminate PossibilitiesColumn 3 has two stacks, neither taller than 2, and they must make up what is left of the ten.
Both stacks in column 3 are 2 tall.
5.MD.C.3Organize Information In More WaysFrom the right the front row appears leftmost, and each row shows only its tallest stack.
Front row 1, middle row 3, back row 2.
6.G.A.4Visualize Spatial RelationshipsA view caps each line but does not fill it in -- the total number of cubes is what settles the rest.
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