Quick CHECK 1.1 In circle $$ O, \overline{P J} $$ and $$ \overline{T G} $$ are diam $$ \begin{array}{ll} ext { a. } \mathrm{m} \overparen{G J} & ext { b. } \mathrm{m} \overparen{P T} \ ext { d. } \mathrm{m} \angle P G T & ext { e. } \mathrm{m} \angle J G T \ ext { g. } \mathrm{m} \angle G P T & ext { h. } \mathrm{m} \overparen{G J T}\end{array} $$ $$ \begin{array}{ll} ext { j. What can be concluded abs }\end{array} $$

Question

Quick CHECK 1.1 In circle $$ O, \overline{P J} $$ and $$ \overline{T G} $$ are diam $$ \begin{array}{ll}	ext { a. } \mathrm{m} \overparen{G J} & 	ext { b. } \mathrm{m} \overparen{P T} \ 	ext { d. } \mathrm{m} \angle P G T & 	ext { e. } \mathrm{m} \angle J G T \ 	ext { g. } \mathrm{m} \angle G P T & 	ext { h. } \mathrm{m} \overparen{G J T}\end{array} $$ $$ \begin{array}{ll}	ext { j. What can be concluded abs }\end{array} $$

Rose Franklin · Accepted Answer

- $$ \mathrm{m} \overparen{G J} = 180^\circ $$ - $$ \mathrm{m} \overparen{P T} = 180^\circ $$ - $$ \mathrm{m} \angle P G T = 90^\circ $$ - $$ \mathrm{m} \angle J G T = 90^\circ $$ - $$ \mathrm{m} \angle G P T = 90^\circ $$ - $$ \mathrm{m} \overparen{G J T} = 360^\circ $$ - The points $$ P, G, T, J $$ form a rectangle inscribed in the circle.

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