how do you solve p(50)=0.48 ln (50+1)+27
solve for what?
Not sure what to do with the ln. I am solving for P.original problem is P(x)=.48ln(d+1)+27
To solve the equation p(50) = 0.48ln(50+1) + 27, follow these steps:
Step 1: Substitute the value of 50 into the equation:
p(50) = 0.48ln(50+1) + 27
Step 2: Simplify the expression inside the natural logarithm:
p(50) = 0.48ln(51) + 27
Step 3: Use a calculator to evaluate the natural logarithm of 51 (ln(51)), which is approximately 3.9318:
p(50) ≈ 0.48 * 3.9318 + 27
Step 4: Multiply 0.48 by 3.9318:
p(50) ≈ 1.8833 + 27
Step 5: Add 1.8833 to 27:
p(50) ≈ 28.8833
Therefore, p(50) is approximately equal to 28.8833.