NC.M2.G-SRT.4b
The Pythagorean Theorem
Example Problems
A circle is centered at and has a radius of .
Where does the point lie: inside the circle, on the circle, or outside the circle?
Where does the point lie: inside the circle, on the circle, or outside the circle?
A circle is centered at and has a radius of .
Where does the point lie: inside the circle, on the circle, or outside the circle?
Where does the point lie: inside the circle, on the circle, or outside the circle?
A circle has a radius of units and is centered at .
Write the equation of this circle.
Write the equation of this circle.
Khan Academy ResourcesIntro to inverse trig functionsSolving for a side in right triangles with trigonometryAngles of elevation and depressionTrigonometric ratios in right trianglesRight triangle trigonometry reviewSpecial right triangles reviewHypotenuse, opposite, and adjacentSolve for a side in right trianglesSpecial right trianglesTrigonometric ratios in right trianglesPythagorean theorem in 3DPythagorean theorem challengeSolve for an angle in right trianglesRight triangle trigonometry word problemsSolving for a side in right triangles with trigonometryTrigonometric ratios in right trianglesSpecial right triangles proof (part 2)Special right triangles proof (part 1)30-60-90 triangle example problemArea of a regular hexagonPythagorean theorem in 3DMulti-step word problem with Pythagorean theoremRight triangle word problemPythagorean theorem with isosceles triangleUsing right triangle ratios to approximate angle measure
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