sin(30)/sin(45)=0.0010003085/(299792458/x*1068) Solve for x

asked by guest
on Nov 26, 2024 at 5:34 am



You asked:

Solve the equation sin⁡(30)sin⁡(45)=0.0010003085299792458x⋅1068\frac{\sin\left( 30 \right)}{\sin\left( 45 \right)} = \frac{0.0010003085}{\frac{299792458}{x} \cdot 1068} for the unknown xx.

MathBot Answer:

The solution is: x=640356690288000000000sin⁡(30)2000617sin⁡(45)≈−3.7166231⋅1014x = \frac{640356690288000000000 \sin{\left(30 \right)}}{2000617 \sin{\left(45 \right)}} \approx -3.7166231 \cdot 10^{14}

sin⁡(30)sin⁡(45)=2000617640356690288000000000x−2000617640356690288000000000x=−sin⁡(30)sin⁡(45)x=640356690288000000000sin⁡(30)2000617sin⁡(45)\begin{aligned}\frac{\sin{\left(30 \right)}}{\sin{\left(45 \right)}} &= \frac{2000617}{640356690288000000000} x\\- \frac{2000617}{640356690288000000000} x &= - \frac{\sin{\left(30 \right)}}{\sin{\left(45 \right)}}\\x &= \frac{640356690288000000000 \sin{\left(30 \right)}}{2000617 \sin{\left(45 \right)}}\end{aligned}

+ Submit Question