Prove that ABC and EDC are similar

Q: friove it with atleant one one esuanple thein aLccb

A: we have to give one example of each of given integral identities. a)if a<c<b…

Q: Theorem 11. Let f be a continuous function on R such that f(x+y)-Df(x)+(y) vx, yER. Show that…

A:

Q: Construct a proof that ZEIF = ZGIH. н

A:

Q: The instructions for the given integral have two parts, one for the trapezoidal rule and one for…

A:

Q: Prove that for every integer n > 2, P(n+1, 3) = n³ . %3D -n.

A: Given to prove that for every integer n≥2,  Pn+1, 3=n3-n. We shall prove this by the method of…

Q: Find the mean, the median, and the mode(s), if any, for the given data. Round noninteger means to…

A:

Q: hat tor the od Wont j:l je=3 jg =5 jJy = 7 = nk what formula dependigo

A: An equation representing a sequence (or) set is said to be recursive if current value depends on…

Q: 7. Which of the following are linear combinations of = (0, -2, 2) and v = (1, 3, –1)? (a) (2, 2, 2)…

A: For a,

Q: Show that (A\B)\CC A\C.

A:

Q: Given and prove

A: Given,

Q: Let f [a, b] → R be a bounded function. Then the followings are equivalent. (a) f [a, b] → R is…

A:

Q: Pivot once as indicated in the given simplex tableau. Read the solution from the result. Pivot…

A:

Q: Let f [a, b] → R be a bounded function. Then the followings are equivalent. (a) f [a, b] → R is…

A:

Q: 4+ 3i 3 — 5і (b) 2+ 3i 2 – 3i

A:

Q: Prove that A2=I.

A:

Q: 8) Suppose A E Mnxn(F) is diagonalizable. Let A1,· , Ak be the (distinct) eigenvalues of A. a) Prove…

A:

Q: f"(t) = f(t), ƒ(1) = 0, f'(1) = 1. We also know |f(t)| and |f'(t)| are bounded above by 3+1 over the…

A: We have f(t) such that f''(t)=f(t), f(1)=0, f'(1)=1. |f(t)| and |f'(t)| are bounded above by 3t+1…

Q: 29. For any odd integer n, n° n² +3 %3D 4 4

A:

Q: H 28. For all integers a, b, and c, if a b and a/c, then al(b + c).

A:

Q: x7= - 3x + 18 JZ - 54 in (3+ 57) + c 3/2 2 dx = %3D 3 + VX 3

A:

Q: a and b are positive integers, show that gcd(a,b) = gcd(a,a+b).  Discrete math questio

A: To prove that gcd(a, b) = gcd(a, a + b) for positive integers a and b, you can use the properties of…

Q: 6. If a series Eu, converges to the sum u then so does any series obtained from Eu, by Pupıng the…

A:

Q: Prove the shown?

A: we have been given limh→0sin hh=1 and limh→0cos h-1h=0 we have to use the limits to find the…

Q: Construct a strengthened conditional proof for the following. (M 5 O) > (N ɔ P) Q כ (P כ M) .: Q

A:

Q: 3. Let n e Z be nonzero and even. Prove that there exist unique a € {0, 1}, b € N, and odd c€ N such…

A: Since n is even and non-zero . Since n is non zero ⇒ n is either positive or negative. Let's write…

Q: State and Prove Pick’s Theorem.

A: Let P⊂ℝ2 be a polygon with all vertices on lattice points on the grid Z2. Let  I be the number of…

Q: sin 4xdx = 2(sinx)? -2Csinx)4 tC %3D

A:

Q: Prove 4 (cos 10° + sin' 20° = 3 (cos 10° + sin 20°

A:

Q: (b) Prove that E-o(-1)* )= 0 for all positive integers m.

A: We have to prove ∑k=0n-1kkn=0 for all positive integer n

Q: Σ Find the smallest number n of terms needed to obtain an approximation of the series 10 n = 5 6…

A: The answer provided below has been developed in a clear step by step manner.

Q: 18. Which of the following functions are NOT differentiable at x =0? Iy=V9-r II. y = x% III. y = x%…

A:

Q: (Prove that A (B-A) = by stating all laws

A: