Examlex
Given the equation below,determine two solutions such that . cos θ =
Q8: Rewrite <span class="ql-formula" data-value="\ln |
Q14: Solve the exponential equation algebraically.Approximate the
Q17: Use the properties of logarithms to
Q21: Solve the exponential equation algebraically.Approximate the
Q25: Evaluate the trigonometric function using its
Q26: Solve for x.Approximate the result to
Q34: Find the expression as the sine
Q38: Use the figure below to find
Q44: Find the angle,in radians,in the figure
Q47: Solve the inequality and graph the