In triangle mathrm{NOP}, p=490 inches, m angle mathrm{N}=57^{circ} and m angle mathrm{O}=55^{circ}. Find the length of n, to the nearest inch.

Question

Accepted Answer

Step:1 ：Find angle P: (180 - 57 - 55 = 68^circ)Step:2 ：Use Law of Sines to find side n: (frac{n}{sin{57^circ}} = frac{490 - n}{sin{55^circ}})Step:3 ：Solve for n: (n approx 443)Step:4 ：(boxed{443})

Answer

Step: 1 ：Find angle P: (180 - 57 - 55 = 68^circ)Step: 2 ：Use Law of Sines to find side n: (frac{n}{sin{57^circ}} = frac{490 - n}{sin{55^circ}})Step: 3 ：Solve for n: (n approx 443)Step: 4 ：(boxed{443})

In $△ NOP, p = 490$ inches, $m ∠ N = 57^{\circ}$ and $m ∠ O = 55^{\circ}$ . Find the length of $n$ , to the nearest inch.

Answer

Popular Problems

In △NOP,p=490 inches, m∠N=57∘ and m∠O=55∘. Find the length of n, to the nearest inch.

Answer

Popular Problems

In $△ NOP, p = 490$ inches, $m ∠ N = 57^{\circ}$ and $m ∠ O = 55^{\circ}$ . Find the length of $n$ , to the nearest inch.