DR MATH
PLUS
First Aid:
-
Be certain your calculator is in degree
mode.
-
It may be necessary to reverse the
sequence of keys pressed.
-
The phrase 'angle between' expects
the smallest positive angle between the two lines. In the
event slope is negative, change the numbers to be positive before solving.
Question 1
Determine the angle (in degrees) made between the
x axis and the line y = x + 3
Answer
First Aid:
-
Be certain your calculator is in degree
mode.
-
It may be necessary to reverse the
sequence of keys pressed.
The phrase 'angle between' expects
the smallest positive angle between the two lines. In the
event slope is negative, change the numbers to be positive before solving.
Question 2
Determine the angle (in degrees) made between the
x axis and the line y = 2x - 3
Answer:
.
First Aid:
-
Be certain your calculator is in degree
mode.
-
It may be necessary to reverse the
sequence of keys pressed.
The phrase 'angle between' expects
the smallest positive angle between the two lines. In the
event slope is negative, change the numbers to be positive before solving.
Question 3
Determine the angle (in degrees) made between the
x axis and the line y = -3x + 5
Answer:
First Aid:
-
Be certain your calculator is in degree
mode.
-
It may be necessary to reverse the
sequence of keys pressed.
The phrase 'angle between' expects
the smallest positive angle between the two lines. In the
event slope is negative, change the numbers to be positive before solving.
Question 4
Determine the angle (in degrees) made between the
x axis and the line x = 4
Answer:
First Aid:
-
Be certain your calculator is in degree
mode.
-
It may be necessary to reverse the
sequence of keys pressed.
The phrase 'angle between' expects
the smallest positive angle between the two lines. In the
event slope is negative, change the numbers to be positive before solving.
Question 5
Determine the angle (in degrees) made between the
x axis and the line 2x + 3y = 7
Answer:
Summary
This topic introduces one of the basic trig ratios.
Whenever possible, remember to use the same calculator.
They all get the same answers, but not with the same keystrokes