Question

The terminal side of an angle in standard position passes through P(–3, –4). What is the value of tangent theta?
tangent theta = Negative four-thirds
tangent theta = Negative three-fourths
Tangent theta = three-fourths
Tangent theta = four-thirds

Answer 1

Answer:

Tangent theta = four-thirds

Step-by-step explanation:

P (-3 , -4) : in third quadrant

tan θ = (-4) / (-3) = 4 / 3

Answer 2

Based on the fact that the terminal side of an angle in standard position passes through P(–3, –4). the value of tangent theta is:

• Tangent theta = four-thirds

What is an Angle?

This refers to the figure formed by two rays in the sides of a geometric shape.

With this in mind, we can see that in the third quadrant, there is P (-3 , -4) : and also tan θ = (-4) / (-3) = 4 / 3 which makes the tangent theta to be equals to four-thirds.

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