TR5 first draft #646
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TR5 first draft #646
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tdegeorge
reviewed
May 11, 2025
| <task> | ||
| <statement> | ||
| <p> | ||
| Solve for <m>x</m> in one of the equations you've found above to determine an expression for the <m>x</m>-value of the point <m>(x,y)</m> . |
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| Solve for <m>x</m> in one of the equations you've found above to determine an expression for the <m>x</m>-value of the point <m>(x,y)</m> . | |
| Solve for <m>x</m> in one of the equations you've found in part (c) to determine an expression for the <m>x</m>-value of the point <m>(x,y)</m> . |
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For this one (and the one below), I was trying to not mention which one had the x (or y) in it so they had to deduce which one helped with which coordinate. Would it be better to point it out explicitly?
| <task> | ||
| <statement> | ||
| <p> | ||
| Solve for <m>y</m> in one of the equations you've found above to determine an expression for the <m>y</m>-value of the point <m>(x,y)</m> . |
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Suggested change
| Solve for <m>y</m> in one of the equations you've found above to determine an expression for the <m>y</m>-value of the point <m>(x,y)</m> . | |
| Solve for <m>y</m> in one of the equations you've found in part (d) to determine an expression for the <m>y</m>-value of the point <m>(x,y)</m> . |
Co-authored-by: tdegeorge <[email protected]>
Co-authored-by: tdegeorge <[email protected]>
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AbbyANoble
commented
May 12, 2025
Co-authored-by: tdegeorge <[email protected]>
AbbyANoble
commented
May 12, 2025
Co-authored-by: tdegeorge <[email protected]>
Co-authored-by: tdegeorge <[email protected]>
Co-authored-by: tdegeorge <[email protected]>
AbbyANoble
commented
May 12, 2025
siwelwerd
reviewed
May 12, 2025
siwelwerd
reviewed
May 12, 2025
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Co-authored-by: Drew Lewis <[email protected]>
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@siwelwerd show_angle_value="$\theta$" gives this: 
Whomp whomp. |
Contributor
Oh yeah, sorry, |
AbbyANoble
commented
May 12, 2025
Co-authored-by: Abby Noble <[email protected]>
Co-authored-by: Abby Noble <[email protected]>
Co-authored-by: Abby Noble <[email protected]>
Co-authored-by: Abby Noble <[email protected]>
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siwelwerd
approved these changes
Jun 17, 2025
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