Answer:
The best answer I would choose is C I think.
Step-by-step explanation:
I'm not 100% sure. Hope this helps.
Answer:
Step-by-step explanation:
Given that are in AP
To prove: are in AP
From given as we know if p , q, r are in AP then 2q= p+r.
Now
Which is the result of AP
.
Hence proved
Going by the diagram, you just read the value of x. The value of y requires a little bit of calculation.
Step One
Find x
You just read the value.
x is the same as the 70 degree angle. That comes about from parallel lines.
x = 70 degrees. <<<< answer
Step Two
Find y
All triangles have 180 degrees.
So ABC has 180 degrees.
70 + 50 + <ACB = 180 Combine like terms
120 + <ACB = 180 Subtract 120 from both sides
<ACB = 180 - 120
<ACB = 60
y = <ACB
y = 60 degrees. <<<< Answer.
1)first step
for the first inequation you need apply the following property, IXI < a
-a<x<a, them you must substitute 2x-3, of this form
-5<2x-3<5⇒ -5+3<2x-3+3<5+3⇒-2<2x<8⇒-2/2<2x/2<8/2⇒ -1<x<4,
the solution is
S1 =(-1,4)
2) For the second inequality apply the following property
IXI>a , x<-a or x >a , therefore
IX-2I>1 ⇒X-2 <-1 OR X-2> 1
X-2<-1⇒X-2+2<-1+2⇒ X< 1
OR
X-2>1⇒X>1+2⇒X>3
THE SOLUTION IS S2 = (-∞,1)∪(3,∞)
<span>Suppose a Cartesian plane where the positive x-axis represents 0°. An angle measuring 92° would have a terminal side that lies in Quadrant II. This is because quadrants are counted counterclockwise from the positive x-axis. An angle of 92° would have a terminal side just past the positive y-axis, therefore being in quadrant II.</span>