Chapter 12.6, Problem 6CE

To determine

To run the program in exercise 5 to find the length of remaining side and the measures of the remaining angles in each triangle.

Explanation of Solution

Given:

The given values are $\angle A={68}^{\circ },\angle B={72}^{\circ },c=13.91,a=20.06$

Calculation:

After running the program in exercise 5, the length of remaining side and the measures of the remaining angles in each triangle are-

DRY RUN of the program:-

INPUT:

Enter the value of angle A

  $\angle A={68}^{\circ }$

Enter the value of angle B

  $\angle B={72}^{\circ }$

Enter the value of side c

  $c=13.91$

Enter the value of side a

  $a=20.06$

OUTPUT:

The value of b is $20.58$

The angle C is $40°$

To determine

To run the program in exercise 5 to find the length of remaining side and the measures of the remaining angles in each triangle.

Explanation of Solution

Given:

The given values are $\angle A={51.3}^{\circ },\angle B={102.8}^{\circ },c=27.05,b=60.39$

Calculation:

After running the program in exercise 5, the length of remaining side and the measures of the remaining angles in each triangle are-

DRY RUN of the program:-

INPUT:

Enter the value of angle A

  $\angle A={51.3}^{\circ }$

Enter the value of angle B

  $\angle B={102.8}^{\circ }$

Enter the value of side c

  $c=27.05$

Enter the value of side b

  $b=60.39$

OUTPUT:

The value of a is $48.33$

The angle C is $25.9°$

To determine

To run the program in exercise 5 to find the length of remaining side and the measures of the remaining angles in each triangle.

Explanation of Solution

Given:

The given values are $\angle B={115.6}^{\circ },\angle C={12.4}^{\circ },a=7.385,c=2.012$

Calculation:

After running the program in exercise 5, the length of remaining side and the measures of the remaining angles in each triangle are-

DRY RUN of the program:-

INPUT:

Enter the value of angle B

  $\angle B={115.6}^{\circ }$

Enter the value of angle C

  $\angle C={12.4}^{\circ }$

Enter the value of side a

  $a=7.385$

Enter the value of side c

  $c=2.012$

OUTPUT:

The value of b is $8.452$

The angle A is $52°$