ln 2 sinx

Find the value of ln (2.05). => 0.7701 or 0.7178 or -2.9957 or 0.6931..

Find the value of ln 0.0012 to four decimal places. => - 6.7254 or - 3.7254 or - 7.4254 or - 2.7254..

Evaluate: ln 2 4 + ln 6 3 ( ln 9 - ln 3 2 ) => 0.8059 or 1.9059 or - 2.3059 or - 1.3059..

Find the value of ln e 2 7 2 . => 27 2 or 2 27 or - 27 2 or - 2 27..

Use f ( x ) = ln ( x ) to approximate the value of ln (5.07). => 0 or 1.62 or 3.62 or 0.2 or 0.71..

If y = (ln 2 x ) ln 9 x , then find d y d x . => x y [ ln 9 x + ln ( ln 2 x ) ln 2 x ln 2 x ] or y x [ ln 9 x + ln ( ln 2 x ) ln 2..

Find the approximate value of ∫ -2 2 ln( x 2 + 2) dx by using 4 rectangles of equal width. => 5.373 or 3.582 or 6.471 or 5.778 or 4.680..

Which of the following would be the expanded form of the expression ln ( 2 0 7 0 y ) ? => 70 ln 20 or 70 ln 20 - ln y or 70 ln 20 + ln y or 70 ln 20 + 70 ln y..

Draw the graph of y = ln 2 x ...

Approximate the area of the plane region under the curve y = ln x over [2, 5] by Riemann sum with a regular partition of order 6 and using midpoints. => 3.631 sq.units or 2.883 sq.units or 2.168 sq.units or 4.041 sq.units or 4.441 sq.units..