Convert to an exponential equation.log2T10 = 8
A. 82 = T10
B. 8T10 = 2
C. 28 = T10
D. 2T10 = 8
Answer: C
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The position vector of a particle is r(t). Find the requested vector.The velocity at t = for r(t) = 2 sec2(t)i - 2 tan(t)j + 9t2k
A. v = 8i + 4j -
?k
B. v = -4j +
?k
C. v = 8i - 4j +
?k
D. v = -4j -
?k
Solve.The longest diagonal of a regular octagon (an eight-sided figure with all sides and angles equal) is directly proportional to the length of a side. If a regular octagon with sides 16 cm has a diagonal of length -16.22 cm, how long is the diagonal of an octagon with side 11 cm?
A. -23.59 cm B. -10.85 cm C. -0.11 cm D. -11.15 cm
Express the given logarithm as a sum and/or difference of logarithms. Simplify, if possible. Assume that all variables represent positive real numbers.log7
A. log718 ÷ log717 B. log718 - log717 C. log718 + log718 D. log717 - log718
Convert the units using unit fractions.22 gal = qt
A. 352 B. 176 C. 11 D. 88