1. j || k and angle 1 = angle 3. 1. Given
(Those are the givens, no surprise there.)
2. angle 1 = angle 2. 2. If the lines are ||, then corresponding angles are congruent
j and k are parallel, l transverse so 1 and 2 are congruent corresponding angles.
3. angle 2 = angle 3 3. Substitution
We substitute angle 2 in for angle 1 in the other equation. This might also be called the transitivity of equality.
4. l || m 4. If alternate interior angles ...
We have congruent alternate interior angles of a transversal, so parallel lines.
Answers: 2 1 4 3
You would do 1/3 * 24
Which would give you 8
So 8 are red
Answer:
Step-by-step explanation:
Apply the reference angle by finding the angle with equivalent trig values in the first quadrant. Make the expression negative because sine is negative in the fourth quadrant.
−sin (π2)
The exact value of sin(π2) is 1.
-1.1
Multiply
−1 by 1.
−1
SIN (3 PIE/2)
Answer with Step-by-step explanation:
We are given a sequence as:
3.5, 13, 41.5, 127,...
we have to determine the pattern
13= 3.5×3+2.5
41.5= 13×3+2.5
127= 41.5×3+2.5
Hence, the sequence is defined as next term in the sequence is 3 times the previous term of the sequence plus 2.5
i.e.
Hence, Pattern is:
4 hours and 39 minutes before 7:53 p.m. is 6:34 p.m.
To find the time 4 hours and 39 minutes before 7:53 p.m., we can subtract the given time from the duration.
Step 1: Convert 4 hours and 39 minutes into minutes.
4 hours = 4 * 60 = 240 minutes
Total duration = 240 minutes + 39 minutes = 279 minutes
Step 2: Subtract the duration from the original time.
7:53 p.m. - 279 minutes
Subtract the minutes first:
53 minutes - 279 minutes = -226 minutes
Now, since the result is negative, we need to "borrow" an hour from the original time:
7 p.m. - 1 hour = 6 p.m.
So, 4 hours and 39 minutes before 7:53 p.m. is 6:34 p.m.
To know more about hours:
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Write an
anation in
I have no idea how to do this I need help
Answer:
Step-by-step explanation:
The slope-intercept form of an equation is
y = mx + b, where
m = the slope and
b = the y-intercept
We must solve your equation for y.
It will then be in the slope-intercept form.
The diagram below shows the equation of your graph with m = -½ and the y-intercept at (0, 2)