i need help on unit 1 lesson 10 Geometry unit test.
Name a pair of complementary angle.
<1 and <4
<1 and <2
<3 and <4*****
<1 and <6
if m<1=43 degrees, what is m<4?
53 degrees****
43 degrees
37 degrees
27 degrees
if m <1 = 50 degrees what is m <5
50 degrees
40 degrees
35 degrees*****
25 degrees
PLLLLLZZZZZZZ help meeeeee
Are all of your angles complementary? If so... they have to add up to 90 degrees.
How do you expect us to help when you do not describe the figures involved?
im sorry don't be rude @oobleck i was talking about the unit test an i figured some people would know what talking about. Thank you :)
To find a pair of complementary angles, you need to identify two angles whose sum is equal to 90 degrees.
In this case, you are given the options <1 and <4, <1 and <2, <3 and <4, and <1 and <6.
To determine which pair of angles is complementary, you need to calculate their sum and see if it equals 90 degrees.
Looking at the options, you can calculate that the sum of angles <1 and <4 is 43 + m<4 degrees. Since the sum must equal 90 degrees, you can set up the equation as follows:
43° + m<4° = 90°
Now, to solve for m<4, you can subtract 43 from both sides of the equation:
m<4° = 90° - 43°
m<4° = 47°
From the given options, the closest value to 47 degrees is 53 degrees. Therefore, the correct answer is:
m<4 = 53 degrees
Regarding the second question, m<5, it seems you haven't provided any information about the relationship or measure of angle <5. Without that information, it's not possible to determine the value of m<5.