Please help with the following posting. Provide step by step calculations for each.

Your Grandfather purchased a house for $55,000 in 1952 and it has increased
in value according to a function y = v(x), where x is the number of years owned.
These questions probe the future value of the house under various mathematical models.
(a) Suppose the value of the house is $75,000 in 1962. Assume v(x) is a linear function. Find a formula for v(x). What is the value of the house in 1995? When will the house be valued at $200,000?
(b) Suppose the value of the house is $75,000 in 1962 and $120,000 in 1967. Assume v(x) is a quadratic function. Find a formula for v(x). What is the value of the house in 1995? When will
the house be valued at $200,000?
(c) Suppose the value of the house is $75,000 in 1962. Assume v(x) is a function of exponential type. Find a formula for v(x). What is the value of the house in 1995? When will the house be valued at $200,000?

Solution Summary

This posting contains the solution to the given calculus problems.

Precalcus problems. ... Any help would be appreciated. Thanks! Please see attached for the solution to the posted problems. Thanks for using Brainmass. ...

... attached for the solution to the following problems. The solution contains the solution to the given roots polynomial functions. Pre Calculus- Roots Polynomial ...