Coordinates are given as ordered pairs, with the coordinate on the x-axis first and the coordinate on the y-axis second. If both numbers are positive, the coordinate is in the first quadrant. If the first is negative and the second is positive, the coordinate is in the second quadrant. If both numbers are negative, the coordinate is in the third quadrant. If the first number is positive and the second is negative, the coordinate is in the fourth quadrant. The ordered pair (2, 1) refers to a point that is 2 away from 0 on the x -axis and 1 away from 0 on they -axis. It is in the first quadrant.
Which of these ordered pairs describes a coordinate in the third quadrant?
A
(3, 5)
B
(-3, 5)
C
(-3, -5)
D
(3, -5)
Answers
Answered by
2
Take the common logarithm of both sides. (Remember, when no base is written, that means the base is 10.)
What can you do with that new equation?
log 4x = log 16
x log 4 = log 16
Use the power property of logarithms to simplify the logarithm on the left side of the equation.
x log 4 = log 16
Remember that log 4 is a number. You can divide both sides of the equation by log 4 to get x by itself.
Answer
Use a calculator to evaluate the logarithms and the quotient.
pixi8:
hello
(3, 5)
B
(-3, 5)
C
(-3, -5)
D
(3, -5)
According to the passage, "If both numbers are negative, the coordinate is in the third quadrant." In (-3, -5), both numbers are negative
Answered by
1
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(3, 5)
B
(-3, 5)
C
(-3, -5)
D
(3, -5)
According to the passage, "If both numbers are negative, the coordinate is in the third quadrant." In (-3, -5), both numbers are negative
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