I forgot to post the rest. Sorry.

It is the same thing as the first one, but I do not understand why my answer is wrong on all of them.

16. If sint = 0.29 and sinw = 0.43, both t and w are positive, and the angles determind by t and w are in quadrant 2, then which of the following statements is true? (2 points)
(B) is my answer
a. t > w
b. w > t
c. Cannot be determined

a. t > w

To determine which statement is true, let's analyze the given information and use trigonometric principles.

We are given the values sint = 0.29 and sinw = 0.43.

Since both t and w are positive angles and in quadrant 2, we know that sine values will also be positive in quadrant 2.

Now, let's compare the values of sint and sinw. We see that sinw (0.43) is larger than sint (0.29).

Based on the value of sin, the larger the value, the larger the angle. Therefore, we can conclude that w > t.

So, the correct answer is (b) w > t.

It is important to understand that when comparing values of trigonometric functions, we need to consider the quadrant in which the angles lie and the positive/negative values of the functions in that quadrant. In this case, since both angles are in quadrant 2 and positive, we can directly compare the sine values to determine the relationship between the angles.