Can someone please check my work

[solar root]

I need a perfect score on this to pass and Im worried it’s wrong :((

[solar root]

This is precalc btw !

[nocturne relic]

Good luck fam

Are you dyslexic

Your handwriting is toddler level holy

[solar root]

im using a drawing tablet hop off 💔

[lofty timber]

<@&268886789983436800>

[formal forge]

take some time off to learn how to treat people with respect

[agile smelt]

this handwriting is better than like 70% of people i see? also

[marsh egret]

bro ur handwriting doesnt matter, ur knowledge and skills does

ur a,b&c are correct but d is correct but might not provide u full marks

For this question, the center of the hyperbola is at (-5, 3). The graph opens upward and downward, so the foci lie on the vertical line passing through the center. The distance of each focus from the center depends on the lengths of the transverse and conjugate axes shown in the graph. Using this relationship, the distance from the center to each focus is found. One focus is located this distance above the center, and the other is the same distance below the center. Therefore, the foci are symmetrically placed above and below the center of the hyperbola.

@solar root

[nova oxide]

Hand writing matters for grade my teacher says 🥀

[marsh egret]

bro im just putting his esteem up, and he used a tablet, those pencil feature are the worst

so no judging here

[nova oxide]

Ah right

[marsh egret]

yepp!

[solar root]

Aw thank you all!! I appreciate the help so much