The number of angles that are alternate exterior with angle 5 is one, which is angle 11.
<h3>What are
Alternate Exterior Angles?</h3>
Alternate exterior angles are formed on the outside of the two parallel lines that are intersected by a transversal, each being located on the opposite side of the transversal.
The alternate exterior angle pairs are two angles that are supplementary. This means they add up to give a sum of 180 degrees.
Considering transversal s and parallel lines t and u, the angle that is an alternate angle to angle 5 is angle 11.
Angle 11 is the only angle that is alternate exterior angles with angle 5. therefore, we can conclude that, the number of angles that are alternate exterior with angle 5 is just 1, which is angle 11.
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I believe the answer is A, because it is translated down four units
Answer:
The value of currents are , and .
Step-by-step explanation:
The Ohm's law states that
It is given that the V₁=3V and V₂=4V.
In a parallel circuit:
- Voltage is same in each component
- Sum of the currents equals to the total current that flows.
.... (1)
Equation for first loop is,
..... (2)
Equation for second loop is,
..... (3)
On solving (1), (2) and (3) we get
Therefore the value of currents are , and .
Answer:
is the perimeter of square ABCD.
Step-by-step explanation:
Coordinates of square ABCD:
A = (3,4), B = (2,-2), C = (-4-1) , D = (-3,5)
Distance formula:
Distance of AB: A = (3,4), B = (2,-2)
Given that the ABCD is square, then:
AB = BC = CD = DA
Perimeter of the square ABC = AB +BC + CD + DA
is the perimeter of square ABCD.
The answer is 4. you distribute the negative to make a positive sign and then add