Question is Incomplete,Complete question is given below;
Figure ABCD is a parallelogram.
What are the lengths of line segments AB and BC?
AB = 4; BC = 16
AB = 4; BC = 8
AB = 10; BC = 20
AB = 10; BC = 28
Answer:
AB = 10 ;BC =28.
Step-by-step explanation:
The Diagram is missing in the question we have attached the diagram for your reference.
Given:
AB = 
DC = 
BC = 
AD = 
We need to find the lengths of AB and BC.
Solution:
Since given that Figure ABCD is a parallelogram.
"The opposite side of parallelogram are equal."
Hence we can say that;
AB = DC
Substituting the value we get;
Combining the like terms we get;
Dividing both side by 2 we get;
Now AB = 
Also
BC = AD
Substituting the value we get;
Combining the like terms we get;
Now BC = 
Hence AB = 10 and BC =28.
These are the formulas right?.. I hope so, anyways..
- f(n)= 2^(n-1) -1
- g(n)=3n+6
f(7)=2^{7-1}-1 - f(7)=2^{6}-1 - f(7)=64-1 - f<u>(7) = 63
</u>
g(10)=3\X 10+6 - g(10)=30+6 - g<u>(10) = 36</u>
= <u>f(7)>g(10)</u>
I hope that it helped..
Answer:
qwrerqrqr
Step-by-step explanation:
ewrwqrewrere
Answer:
The graph in the upper left
Step-by-step explanation:
We can answer this question by elimination.
The answer can't be the two graphs on the right, because the two lines will never cross.
It can't be the graph at the lower left, because this shows both cyclists starting at Mile 0.
It must be the graph in the upper left. It shows one cyclist starting 45 mi ahead of the other, with the faster cyclist catching up after about 2.5 h.
Answer:
A, If n is an odd number, then n + 1 is an even number
Step-by-step explanation:
Any number that is odd, when taken up by the integer 1, will become an even number.
