Which equation describes the story below? You have $5 and triple your money every day. a y=15 x b y=5(3x) c y=5(3)^(x) d y=5^(x) Next Page Back

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Which equation describes the story below? You have  $5 and triple your money every day. a  y=15 x b  y=5(3x) c  y=5(3)^(x) d  y=5^(x) Next Page Back

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Identify initial amount and rate: Identify the initial amount of money and the rate of increase. The story starts with $5 and the money triples every day. This means the initial amount is $5 and the rate of increase is a multiplication by 3 each day.Determine mathematical representation: Determine the mathematical representation of the rate of increase. Tripling your money every day can be represented by raising 3 to the power of x, where x is the number of days. This is because each day, the money is multiplied by 3.Combine initial amount and rate: Combine the initial amount with the rate of increase to form an equation. The initial amount is $5, and it needs to be multiplied by the rate of increase, which is 3 raised to the power of x. The equation that represents this situation is y = 5 * 3^x.Match equation with choices: Match the equation with the given choices. The equation we have found is y = 5 * 3^x. This matches with choice (c) y = 5(3)^x.

Which equation describes the story below? You have $\$ 5$ and triple your money every day. $\newline$ a) $y=15 x$ $\newline$ b) $y=5(3 x)$ $\newline$ c) $y=5(3)^{x}$ $\newline$ d) $y=5^{x}$

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Which equation describes the story below? You have $5 \$ 5 $5 and triple your money every day.\newlinea) y=15x y=15 x y=15x\newlineb) y=5(3x) y=5(3 x) y=5(3x)\newlinec) y=5(3)x y=5(3)^{x} y=5(3)x\newlined) y=5x y=5^{x} y=5x

Which equation describes the story below? You have $\$ 5$ and triple your money every day. $\newline$ a) $y=15 x$ $\newline$ b) $y=5(3 x)$ $\newline$ c) $y=5(3)^{x}$ $\newline$ d) $y=5^{x}$