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VSEPR
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Gravity
Terms in this set (16)
electron geometry: linear
molecular geometry: linear
bonding pairs: 2
lone pairs: 0
electron geometry: trigonal planar
molecular geometry: trigonal planar
bonding pairs: 3
lone pairs:0
electron geometry: trigonal planar
molecular geometry: bent
bonding pairs: 3
lone pairs: 1
electron geometry: tetrahedral
molecular geometry: tetrahedral
bonding pairs: 4
lone pairs: 0
electron geometry: tetrahedral
molecular geometry: trigonal pyramidal
bonding pairs: 4
lone pairs: 1
electron geometry: tetrahedral
molecular geometry: bent
bonding pairs: 4
lone pairs: 2
electron geometry: trigonal bipyramidal
molecular geometry:trigonal bipyramidal
bonding pairs: 5
lone pairs: 0
electron geometry: trigonal bipyramidal
molecular geometry: seasaw
bonding pairs: 5
lone pairs: 1
electron geometry: trigonal bipyramidal
molecular geometry: t shaped
bonding pairs: 5
lone pairs: 2
electron geometry: trigonal bipyramidal
molecular geometry: linear
bonding pairs: 5
lone pairs: 3
electron geometry: octahedral
molecular geometry: octahedral
bonding pairs: 6
lone pairs: 0
electron geometry: octahedral
molecular geometry: square pyramidal
bonding pairs: 6
lone pairs: 1
electron geometry: octahedral
molecular geometry: square planar
bonding pairs: 6
lone pairs: 2
tetrahedral
109.5
hybrid shapes, angle
sp3
trigonal planar
120
hybrid shapes, angle
sp2
linear
180
hybrid shapes, angle
sp
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Find the volume and surface area of a sphere with radius 1.
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A rectangular swimming pool is 12 m long by 6 m wide. It is surrounded by a pavement of uniform width, the area of the pavement being $$ \frac { 7 } { 8 } $$ of the area of the pool. a. If the pavement is x m wide, show that the area of the pavement is $$ 4 x ^ { 2 } + 36 x \mathrm { m } ^ { 2 } $$ . b. Hence, show that $$ 4 x ^ { 2 } + 36 x - 63 = 0 $$ . c. How wide is the pavement?
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How can you use the Segment Addition Postulate to show that AE = AB + BC + CD + DE?
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A centroid separates a median into two segments. What is the ratio of the length of the shorter segment to the length of the longer segment?