Name: 3. Graph AABC with vertices A(-6, 2), B(-2, 2) and C(0, 1) and its image after the glide reflection. a. Translation: (x,y) → (x+3, y) Reflection: in the x-axis A A ---* -6 -4 4 B -2 B" H с C B A" €" I d. A A -b d" BB" 00 Fot C * B 5 21 22 ID:

Q: Given: ZDEF is comp. to ZHEF. Conclusion:

A: We will find the conclusion as following.

Q: Given that v = ⟨0, –2⟩ and w = ⟨5, –8⟩, what is w – v?

A:

Q: = (-10,6, –4) be in R and a be in R. Then , 36 , Let x ат — ).

A:

Q: Let D = {-2, -1, 0, 1}. Let E = {0, 1, 2, 3}.

A: Answer

Q: If |ū| = 4, |v|=5, |ū-v=6, determine |ū+ v.

A:

Q: Find fo Select one: O a. O b. 0 с. √3x+1 O d. મકાન બૉિ da. Hint: use substitution.

A:

Q: Let: p: It is October. q: Earth revolves around the sun. Is true or false?

A: The symbol ∧ means “and”.

Q: VXVYP(x,y) is equivalent to VyVxP(x,y). O True O False

A: ∀x ∀y Px, y is equivalent to ∀y ∀x Px, y.

Q: Find these values. a) [1.1) c) L-0.1) e) [2.99] 即+」 b) [1.11 d) -0.11 f) (-2.991 h) +1+1

A:

Q: Let a, b, c Є Z. Prove that a | b and b c implies a | c.

A:

Q: rly). Let a) Evaluate r(20)

A:

Q: Prove that Àx (Bx)= A.¿)B CA.B) wheve. A.a,t.azj+a3k. .....

A: