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| Logarithmes. | |
| As the leg AC 143.72 | 2.157517 |
| Is to the rad. IC | 10.0000 |
| So is the leg AB 235 | 2.371068 |
| To the tang. of. C. gr. 58.55 | 10.213551 |
2 Probl. The angles and one leg gi∣ven, to find the other leg.
In the right angled plain Triangle ABC, the leg AC is inquired:
The given
3 Prob. The Hypotenuse and a leg given to find an angle.
In the right angled plain Triangle ABC, the angle ACB is inquired.
The given
BC. Rad ∷ AB. s. ACB. by 2 Ax.
4 Probl. The Hypotenuse and angles given, to find either leg.
In the right angled plain Triangle ABC, the leg. AB is inquired:
The given
Rad. BC ∷ s. ACB. AB. by 2 Ax.
5 Probl. The angles and a leg gi∣ven, to find the Hypotenuse.
In the right-angled plain Triangle ABC, the Hypotenuse BC is inquired;
The given
s. ABC. AC ∷ Rad. BC. by the se∣cond Axiome.
6 Probl. The Hypotenuse and leg given, to find the other leg.
In the right-angled plain Triangle ABC, the leg AB is inquired,
The given
1. BC. Rad ∷ AC. s. ABC, by the 3 Problem.
2. t. ABC. AC ∷ Rad. AB. by the 2 Probl.
7 Probl. The legs given, to find the Hypotenuse.
In the right-angled plain Triangle ABC the Hypotenuse BC is inquired.
The given legs
1 AB. Rad ∷ AC. t. ABC by the 1 Problem.
2 s. ABC. AC ∷ Rad. BC. by the 5 Problem.