★Round 1 · Problem Card
\(f\) is an exponential function. Find an equation defining \(f(x)\). Show your reasoning.
▲Round 1 · Data Card
The graph of \(f\) passes through \((0, 200)\) and \((2, 1012.5)\).
★Round 1 · Problem Card
\(f\) is an exponential function. Find an equation defining \(f(x)\). Show your reasoning.
▲Round 1 · Data Card
The graph of \(f\) passes through \((0, 200)\) and \((2, 1012.5)\).
★Round 1 · Problem Card
\(f\) is an exponential function. Find an equation defining \(f(x)\). Show your reasoning.
▲Round 1 · Data Card
The graph of \(f\) passes through \((0, 200)\) and \((2, 1012.5)\).
★Round 1 · Problem Card
\(f\) is an exponential function. Find an equation defining \(f(x)\). Show your reasoning.
▲Round 1 · Data Card
The graph of \(f\) passes through \((0, 200)\) and \((2, 1012.5)\).
★Round 2 · Problem Card
\(g\) is an exponential function. Find an equation defining \(g(x)\). Show your reasoning.
▲Round 2 · Data Card
The \(y\)-intercept of the graph of \(g\) is \(100\), and the graph passes through \(\left(\tfrac{1}{2}, 90\right)\).
★Round 2 · Problem Card
\(g\) is an exponential function. Find an equation defining \(g(x)\). Show your reasoning.
▲Round 2 · Data Card
The \(y\)-intercept of the graph of \(g\) is \(100\), and the graph passes through \(\left(\tfrac{1}{2}, 90\right)\).
★Round 2 · Problem Card
\(g\) is an exponential function. Find an equation defining \(g(x)\). Show your reasoning.
▲Round 2 · Data Card
The \(y\)-intercept of the graph of \(g\) is \(100\), and the graph passes through \(\left(\tfrac{1}{2}, 90\right)\).
★Round 2 · Problem Card
\(g\) is an exponential function. Find an equation defining \(g(x)\). Show your reasoning.
▲Round 2 · Data Card
The \(y\)-intercept of the graph of \(g\) is \(100\), and the graph passes through \(\left(\tfrac{1}{2}, 90\right)\).