B. length of side adjacent to <A / length of hypotenuse
Mathematics, 05.02.2021 14:00 coolcatbergmann
The options are:
A. tan(<A)
B. length of side adjacent to <A / length of hypotenuse
C. sin(<A)
D. AC/AB
Answers: 2
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The table below shows the function f. determine the value of f(3) that will lead to an average rate of change of 19 over the interval [3, 5]. a. 32 b. -32 c. 25 d. -25
Answers: 2
The options are:
A. tan(<A)
B. length of side adjacent to <A / length of hypotenuse
B. length of side adjacent to <A / length of hypotenuse
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