For each of the statements below, indicate if it is true or false. You do not have to provide an explanation. (a) (∀n ∈ Z) (∃m ∈ Z) (n = (m^2) + 5) (b) (∀n ∈ Z) (∃m ∈ Z) (m = (n^2) +5) (c) (∃a ∈ Z) (∀b ∈ Z) (a != b + 10)      ( != not equal to) (d) (∃a ∈ Z) (∀b ∈ Z) (a < b^2) (e) (∀n ∈ Z) (∃m ∈ Z) (∃p ∈ Z) (mp + 3 = n)

Q: verify that3(AB) = (3A)B = A(3B)

A: Given matrix

Q: r(4) r (3.5) dx

A: Given term is:

Q: A={3,8,11,14,21} |A×{5}|(please think carefully before doing this)

A: Given....

Q: 2(-x + 14)

A: 2(-x + 14)=0 To find the value of x

Q: Select all expressions that could be equivalent to bis negative x²+ bx-36 where a) (x+3) (x-12) b)…

A:

Q: Evaluate: de (1-a)

A:

Q: (8y + 17) (бх - 7)" (3х - 29)

A:

Q: Quelu ate each eocpression 17 19 C-2)4 21 (-3)5 23-2x34 each eapression 25 -2x5A 12-3 -4(9-8+ C-7)…

A:

Q: Write (x+2)^2+(y-1)^2=81 in its general form * O x^2+y^2+4x-2y-76=0 O x^2+y^2+4x-2y-26=0…

A: (x+y)^2= x^2+2xy+y^2

Q: g(り2x+qr1( xL3 -Ax+ b, if x 73

A: Consider the given piecewise function

Q: x+2x If the length of a rectangular garden is represented by and its width is represented ť+2r–15…

A: Length of the rectangle  = x2 + 2xx2 + 2x - 15   Width of the rectangle = 2x - 62x + 4

Q: 1 L-1 (s²(s + 1).

A:

Q: Simplify x-1/2(x/5 – x) + (* ¬/5 – 1) (x^/?), -

A:

Q: -4(7j+2)=10 teacher wants students to distrubute properties

A:

Q: Assignment which of the Ff is not equivalent to perq (A)(¬p V q) ^ (p v) (B)(¬p V q) ^ (q → p)…

A:

Q: 1(3×+9)=7(8)=

A: Given  13x+9 = 78 ⇒3x+9= 7×8  ⇒3x+9= 56