Use the table to answer the question. x h(x)=18x 2 324 2.7 2,450.393 2.71 2,522.252 2.718 2,581.254 2.7183 2,583.493 2.71828 2,583.343 2.718282 2,583.358 2.7182818 2,583.357 2.71828183 2,583.357 2.718281828 2,583.357 Consider the function h(x)=18x . Given is a table with x-values that get closer to e≈2.71828182 (Euler’s number) and their corresponding h(x) values. Use the sequence in the table to approximate 18e correct to three decimal places. (1 point) Responses 324 324 2,583 2,583 2.718 2.718 2,583.357 2,583.357 Skip to navigation
To approximate 18e correct to three decimal places, we need to find the h(x) value for x = 2.71828182 from the given table.
From the table, when x = 2.71828183, h(x) = 2,583.357. We can see that the h(x) values are getting closer to 2,583 as x approaches e.
Therefore, the approximation for 18e correct to three decimal places is 2,583.