To derive an equation involving Pythagoras' theorem: - \( a \): adjacent side to the 55° angle - \( b \): opposite side to the 55° angle - \( c \): hypotenuse 1. Pythagorean Theorem:** \[ a^2 + b^2 = c^2 \] 2. Express \( a \) and \( b \) using trigonometric functions:** - From trigonometry, we know: \[ \cos(55^\circ) = \frac{a}{c} \] \[ \sin(55^\circ) = \frac{b}{c} \] 3. Solve for \( a \) and \( b \):** \[ a = c \cos(55^\circ) \] \[ b = c \sin(55^\circ) \] 4. Substitute \( a \) and \( b \) back into the Pythagorean theorem:** \[ (c \cos(55^\circ))^2 + (c \sin(55^\circ))^2 = c^2 \] 5. Simplify the equation:** \[ c^2 \cos^2(55^\circ) + c^2 \sin^2(55^\circ) = c^2 \] 6. Factor out \( c^2 \):** \[ c^2 (\cos^2(55^\circ) + \sin^2(55^\circ)) = c^2 \] 7. Use the Pythagorean identity \(\cos^2(\theta) + \sin^2(\theta) = 1\):** \[ c^2 (1) = c^2 \] This confirms that our equation holds true for any right triangle, including one with a 55° angle. ### Summary The Pythagorean theorem is inherently to sin cos tita😂😂 Bhaii nahi maroge Op bolte 🔥
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bhai mein bahut noob hoon my id in this mode is around 1.8 to 2 fluctuating in crown 2 , kuch din pehle jab gold se shuru kiya tha toh starting me 2.2 ke aaspas tha ab ghatke 1.8 jaisa hogaya he , I am very noob please help me improve my gameplay highest kill is 5 only
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To derive an equation involving Pythagoras' theorem:
- \( a \): adjacent side to the 55° angle
- \( b \): opposite side to the 55° angle
- \( c \): hypotenuse
1. Pythagorean Theorem:**
\[
a^2 + b^2 = c^2
\]
2. Express \( a \) and \( b \) using trigonometric functions:**
- From trigonometry, we know:
\[
\cos(55^\circ) = \frac{a}{c}
\]
\[
\sin(55^\circ) = \frac{b}{c}
\]
3. Solve for \( a \) and \( b \):**
\[
a = c \cos(55^\circ)
\]
\[
b = c \sin(55^\circ)
\]
4. Substitute \( a \) and \( b \) back into the Pythagorean theorem:**
\[
(c \cos(55^\circ))^2 + (c \sin(55^\circ))^2 = c^2
\]
5. Simplify the equation:**
\[
c^2 \cos^2(55^\circ) + c^2 \sin^2(55^\circ) = c^2
\]
6. Factor out \( c^2 \):**
\[
c^2 (\cos^2(55^\circ) + \sin^2(55^\circ)) = c^2
\]
7. Use the Pythagorean identity \(\cos^2(\theta) + \sin^2(\theta) = 1\):**
\[
c^2 (1) = c^2
\]
This confirms that our equation holds true for any right triangle, including one with a 55° angle.
### Summary
The Pythagorean theorem is inherently to sin cos tita😂😂
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Bhai aap pehlay poray update KO explore karty thay ab Tou sirf kill hi kill update AA bhi jai Tou Kia faida update k baray ma Tou koi video ati hi Nahi just kill and chicken, ye sab Tou simple mode m bhi ho jata hay last 4 seasons SE yahi bolay ja rahay ho k new season ajai new season ajai Bhai isko Tou poray explore Kar lo abhi tak ship Ka scene hi Nahi pata mujhy mere Pas PUBG download bhi Nahi hay.
First time kuch demand kiya kindly consider @Casetoo.
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bhai mein bahut noob hoon my id in this mode is around 1.8 to 2 fluctuating in crown 2 , kuch din pehle jab gold se shuru kiya tha toh starting me 2.2 ke aaspas tha ab ghatke 1.8 jaisa hogaya he , I am very noob please help me improve my gameplay highest kill is 5 only
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