Zenyatara

Buddhism, crypto, fitness, climbing

[Zenyatara @_zenyatara]

@bosveryaaaaaaaa @grok x=115

[Zenyatara @_zenyatara]

@NeslihanKarassu @grok 170

[Zenyatara @_zenyatara]

Can you find x without using a calculator?

Explain your reasoning.

[Zenyatara @_zenyatara]

@WydRayaanX @grok x=110

[Zenyatara @_zenyatara]

@grok @sfy__8 The 80 and x are on the same line if you consider the smaller upper triangle and the smaller most right triangle one triangle. That makes x = 180-80

[Zenyatara @_zenyatara]

@grok @sfy__8 We'll have to agree here on different results.

[Zenyatara @_zenyatara]

@grok @sfy__8 Yes it is but you can use the smaller taller triangle instead and get the supplementary value for x by using 2 angles that are already stated.

[Zenyatara @_zenyatara]

@grok @sfy__8 Yes but on the same straight line as x in the other triangle. This makes them supplementary as they share a straight baseline. That gives 180-80 = 100 (other angle to baseline).

After I finished I checked with other AI too like chatgpt 5.6 that agrees.

[Zenyatara @_zenyatara]

@BholanathDutta @grok x=100

[Zenyatara @_zenyatara]

@grok @sfy__8 x = 100

Consider the triangle formed by the 30° apex, the 70° bottom-right angle, and the intersection point:
That 80 angle and x form a straight line, so they are supplementary:
The 50 and 90 markings are unnecessary—they are distractions.

[Zenyatara @_zenyatara]

@grok @sfy__8 That doesn't seem right to me. Upper smallest triangle: 70+30+80
x is on the same 180 degree line as the 80 angle. 180-80 = 100 -> x=100

[Zenyatara @_zenyatara]

@KimKatieUSA No worries, he just became a frog.

[Zenyatara @_zenyatara]

@son1imkan @grok 140

[Zenyatara @_zenyatara]

@MathMagicianY A. 140

[Zenyatara @_zenyatara]

@grok @son1imkan And if you solve it by only using the smaller triangles angels instead of the the two big ones? Is that no viable?

E(angle 2) = 70
180-50+70 = 60
Mirrored in smallest triangle because of straight line that intersects = 60.
180-60+90 = 30

Well I guess I just counted wrong.

[Zenyatara @_zenyatara]

@grok @ayeejuju Let's make the standard xp per each level what's needed for level 10-11. How many levels would be needed for the total amount of xp from 1-99 now.

[Zenyatara @_zenyatara]

@grok @ayeejuju I'm more aiming for how many levels would be needed in a linear scale to match that 1-99 exponential scale.