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<dd>Multiplier for a uniform scale transformation.</dd>
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<dt>optional double x</dt>
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<dt>optional double originX</dt>
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<dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
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<dt>optional double y</dt>
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<dt>optional double originY</dt>
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<dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
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</dl>
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Post-multiplies a uniform 2D scale transformation (<code>m11 = m22 = scale</code>) on the current matrix with the given origin and returns the resulting matrix. The current matrix is not modified.
<dd>Multiplier for a uniform scale transformation.</dd>
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<dt>optional double x</dt>
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+
<dt>optional double originX</dt>
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<dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
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<dt>optional double y</dt>
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<dt>optional double originY</dt>
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<dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
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<dt>optional double z</dt>
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<dt>optional double originZ</dt>
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<dd>Transformation origin on the z-axis. Defaulting to 0.</dd>
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</dl>
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Post-multiplies a uniform scale transformation (<code>m11 = m22 = m33 = scale</code>) on the current matrix with the given origin and returns the resulting matrix. The current matrix is not modified.
<dd>Multiplier for a non-uniform scale along the y-axis. Defaulting to 1.</dd>
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<dt>optional double scaleZ</dt>
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<dd>Multiplier for a non-uniform scale along the z-axis. Defaulting to 1.</dd>
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<dt>optional double x</dt>
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<dt>optional double originX</dt>
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<dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
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<dt>optional double y</dt>
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<dt>optional double originY</dt>
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<dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
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<dt>optional double z</dt>
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<dt>optional double originZ</dt>
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<dd>Transformation origin on the z-axis. Defaulting to 0.</dd>
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</dl>
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Post-multiplies a non-uniform scale transformation on the current matrix with the given origin and returns the resulting matrix. The current matrix is not modified.
<dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
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<dt>optional double y</dt>
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<dt>optional double originY</dt>
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<dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
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</dl>
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Post-multiplies a rotation transformation on the current matrix with the given origin and returns the resulting matrix. The current matrix is not modified.
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