Given the Formula $A = \frac { 1 } { 2 } h ( a + b ) , \quad A = 6,309 , \quad h = 13.0 , \quad b = 546$

question 246

Multiple Choice

Given the formula: $A = \frac { 1 } { 2 } h ( a + b ) , \quad A = 6,309 , \quad h = 13.0 , \quad b = 546$ Find a.

• A) \(a = \frac { A } { 2 h } - b = - 303\)
• B) \(a = \frac { 2 A } { h } - b = 425\)
• C) \(a = \frac { A } { 2 ( h - b ) } = 27\)
• D) \(a = \frac { A } { 2 ( h - h ) } = 106\)
• E) \(a = \frac { A } { h } - 2 b = - 607\)

---

Definitions:

Future Cash Flows

Estimates of the amount of money that will be received or paid out by a company in the future.