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Looking at the way you specifying your region, you might want an alternative to Graphics3D primitives approach (Cuboid would be the simples in your case). Specify:

reg = ImplicitRegion[.1<x<9.2 && .026<y<28.97 && 0<z<5.23, {x, y, z}]

Then use

Region[reg]

or alternatively

RegionPlot3D[reg, PlotPoints -> 50, Axes -> True]

For both functions RegionPlot3D and Region you should explore various options of visual styling. This is more complex than Graphics3D but advantage is this can go to more complex regions for which there is graphics primitives, for example:

reg = ImplicitRegion[4 <= x^2 + y^2 + z^2 <= 9, {x, y, z}];
RegionPlot3D[reg, PlotStyle -> Opacity[0.5], PlotPoints -> 50]

Looking at the way you specifying your region, you might want an alternative to Graphics3D primitives approach (Cuboid would be the simples in your case). Specify:

reg = ImplicitRegion[.1<x<9.2 && .026<y<28.97 && 0<z<5.23, {x, y, z}]

Then use

Region[reg]

or alternatively

RegionPlot3D[reg, PlotPoints -> 50, Axes -> True]

For both functions RegionPlot3D and Region you should explore various options of visual styling. This is more complex than Graphics3D but advantage is this can go to more complex regions for which there is no Graphics3D primitives, for example:

reg = ImplicitRegion[4 <= x^2 + y^2 + z^2 <= 9, {x, y, z}];
RegionPlot3D[reg, PlotStyle -> Opacity[0.5], PlotPoints -> 50]

Looking at the way you specifying your region, you might want an alternative to Graphics primitives approach (Cuboid would be the simples in your case). Specify:

reg = ImplicitRegion[.1<x<9.2 && .026<y<28.97 && 0<z<5.23, {x, y, z}]

Then use

Region[reg]

or alternatively

RegionPlot3D[reg, PlotPoints -> 50, Axes -> True]

For both functions RegionPlot3D and Region you should explore various options of visual styling.

Looking at the way you specifying your region, you might want an alternative to Graphics3D primitives approach (Cuboid would be the simples in your case). Specify:

reg = ImplicitRegion[.1<x<9.2 && .026<y<28.97 && 0<z<5.23, {x, y, z}]

Then use

Region[reg]

or alternatively

RegionPlot3D[reg, PlotPoints -> 50, Axes -> True]

For both functions RegionPlot3D and Region you should explore various options of visual styling. This is more complex than Graphics3D but advantage is this can go to more complex regions for which there is graphics primitives, for example:

reg = ImplicitRegion[4 <= x^2 + y^2 + z^2 <= 9, {x, y, z}];
RegionPlot3D[reg, PlotStyle -> Opacity[0.5], PlotPoints -> 50]

Looking at the way you specifying your region, you might want an alternative to Graphics primitives approach. Specify:

reg = ImplicitRegion[.1<x<9.2 && .026<y<28.97 && 0<z<5.23, {x, y, z}]

Then use

Region[reg]

or alternatively

RegionPlot3D[reg, PlotPoints -> 50, Axes -> True]

For both functions RegionPlot3D and Region you should explore various options of visual styling.

Looking at the way you specifying your region, you might want an alternative to Graphics primitives approach (Cuboid would be the simples in your case). Specify:

reg = ImplicitRegion[.1<x<9.2 && .026<y<28.97 && 0<z<5.23, {x, y, z}]

Then use

Region[reg]

or alternatively

RegionPlot3D[reg, PlotPoints -> 50, Axes -> True]

For both functions RegionPlot3D and Region you should explore various options of visual styling.