To find the value of p, we need to use the given equations and solve for p. Let's go step by step:
1. Equation 1: D + 8° = p
This equation tells us that the value of p is equal to D + 8°. So, if we know the value of D, we can substitute it into the equation and solve for p.
2. Equation 2: p + 2° = p + 17°
This equation seems to be inconsistent or contradictory because it states that p + 2° is equal to p + 17°. This implies that 2° is equal to 17°, which is not possible. As a result, we cannot find a single value for p that satisfies this equation.
In summary, we can find the value of p using the first equation, D + 8° = p, if we know the value of D. However, the second equation, p + 2° = p + 17°, does not provide a consistent relationship between p and the given values.