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If t(x)=s(x)-4 which table represents t(x)

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If t(x)=s(x)-4 which table represents t(x)

If t(x)=s(x)-4 which table represents t(x)

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DisleneElite · Tutor por 8 anos

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To determine which table represents the function $t(x) = s(x) - 4$, we need to compare the values of $t(x)$ with the corresponding values of $s(x)$ in each table.<br /><br />Let's analyze each table:<br /><br />Table 1:<br />x | s(x) | t(x)<br />- | --- | ---<br />0 | 2 | -2<br />1 | 5 | 1<br />2 | 8 | 4<br />3 | 11 | 7<br /><br />In this table, we can see that for each value of x, the value of t(x) is obtained by subtracting 4 from the corresponding value of s(x). For example, when x = 0, s(x) = 2, and t(x) = 2 - 4 = -2. Similarly, when x = 1, s(x) = 5, and t(x) = 5 - 4 = 1. This pattern continues for all the values in the table.<br /><br />Therefore, the table that represents the function $t(x) = s(x) - 4$ is Table 1.
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