@@ -4464,7 +4464,7 @@ def hexbin(self, x, y, C=None, gridsize=100, bins=None,
44644464
44654465 marginals : bool, optional, default is *False*
44664466 if marginals is *True*, plot the marginal density as
4467- colormapped rectagles along the bottom of the x-axis and
4467+ colormapped rectangles along the bottom of the x-axis and
44684468 left of the y-axis
44694469
44704470 extent : scalar, optional, default is *None*
@@ -5064,7 +5064,7 @@ def fill_between(self, x, y1, y2=0, where=None, interpolate=False,
50645064 position remain unfilled due to the adjacent *False* values.
50655065
50665066 interpolate : bool, optional
5067- This option is only relvant if *where* is used and the two curves
5067+ This option is only relevant if *where* is used and the two curves
50685068 are crossing each other.
50695069
50705070 Semantically, *where* is often used for *y1* > *y2* or similar.
@@ -5246,7 +5246,7 @@ def fill_betweenx(self, y, x1, x2=0, where=None,
52465246 position remain unfilled due to the adjacent *False* values.
52475247
52485248 interpolate : bool, optional
5249- This option is only relvant if *where* is used and the two curves
5249+ This option is only relevant if *where* is used and the two curves
52505250 are crossing each other.
52515251
52525252 Semantically, *where* is often used for *x1* > *x2* or similar.
@@ -5257,7 +5257,7 @@ def fill_betweenx(self, y, x1, x2=0, where=None,
52575257 simply clipped.
52585258
52595259 Setting *interpolate* to *True* will calculate the actual
5260- interscection point and extend the filled region up to this point.
5260+ intersection point and extend the filled region up to this point.
52615261
52625262 step : {'pre', 'post', 'mid'}, optional
52635263 Define *step* if the filling should be a step function,
@@ -6139,7 +6139,7 @@ def pcolorfast(self, *args, alpha=None, norm=None, cmap=None, vmin=None,
61396139
61406140 X, Y : tuple or array-like, default: ``(0, N)``, ``(0, M)``
61416141 *X* and *Y* are used to specify the coordinates of the
6142- quadilaterals . There are different ways to do this:
6142+ quadrilaterals . There are different ways to do this:
61436143
61446144 - Use tuples ``X=(xmin, xmax)`` and ``Y=(ymin, ymax)`` to define
61456145 a *uniform rectangular grid*.
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