Answer:
My proof is in the explanation.
Step-by-step explanation:
This is a two-column proof.
One column for statements and the other for the reason for that statement.
Hopefully it shows up well on your screen. Let me know if it doesn't.
Statement | Reason
1) CD is the perpendicular 1) Given
bisector of AB
2) AD=DB 2) Definition of bisector
3) CD=CD 3) Reflexive property
4) mAngleCDA=90 4) Definition of perpendicular
5) mAngleCDB=90 5) Definition of perpendicular
6) mAngleCDA=mAngleCDB 6) Substitution property
7) Corresponding parts of each 7) SAS
triangle are congruent (side-angle-side)
8) AC=CB 8) The two triangles are ............................................................................congruent so
the corresponding parts ............................................................................are
congruent.
I can’t see the table, more info plz
Answer with explanation:
It is given that, G C F of two polynomials is 5 z.
We have to Write that two polynomials.
A=5 z² + 5 z =5× z× (z+1)
B=10 z + 5 z²=5×z×(z+2)
→→G C F ,of A and B=5 z
Now, writing polynomials in equivalent form
1.5 z² + 5 z =5× z× (z+1)=(z+1)×z×5=5 z + z²
2. 10 z + 5 z²=5×z×(z+2)=(z+2)×z×5=5 z² + 10 z
to write in equivalent form of above polynomials, we have used commutative property of addition ,and Multiplication ,which states that, A+B=B +A, and AB=BA.
And, Distributive property of multiplication with respect to addition and Subtraction.
1. A × (B +C)=A × B + A × C
2. A × (B -C)=A × B - A × C
Answer:
twenty fifth
Step-by-step explanation:
Answer:
b^2+4
Step-by-step explanation:
Just combine like terms.
b^2+(6-2)=b^2+4
