2. Find A for Ac 3 4 4-3

Q: c. – 4x +4 – In x = 0 for 1 < x < 2 and 2<x<4

A: Hi! Thank you for the question As per the honor code, We’ll answer the first question since the…

Q: what is 7n+2=4n+17

A: Given,  7n + 2 = 4n + 17

Q: GIVEN: 1 0 3 1 A = 4 2 4 1 1 3 1 0 2 -2 FIND: A?

A:

Q: Evaluate: E° (2n + 5) = [?]

A: Expand then solve

Q: 3. Give the complements of each element. 3

A:

Q: Verify that A (B+ C) = AB + AC if A = ; 9], 8 = (} -2 01 -2 12 3- 1 31

A: Given: A=1023……1B=-2013……2C=-2102……3   To verify: AB+C=AB+AC

Q: By subtracting (23) from (22), we get ´a+c(1-a+3) While, by adding (22) and (23), we deduce PQ =…

A: Given Information, Equation (22) is given as follows, b1-αPQ+c1-αP=bβQ2+cβ+αQ Equation (23) is given…

Q: 1. Find the indicted term: an = (3n+ 2)²; a6

A:

Q: 2) Find AB and BA if : A = [1 2 3], 405 B = 0 -6 -7 8 9 10 -11 6] 7 -8.

A: For matrix multiplication , the number of columns in the first matrix must be equal to the number of…

Q: Find Ato 30 if A= 3. 2. 2

A:

Q: If “a” to the power of 2/3 equals 6, then “a” to the power of 4/3 equals what?

A: Using the properties of the exponential functions, it can be written that amn=am×n.

Q: how many different bases can R^2 and R^3 have?

A: Explain about the count of number of bases of ℝ2 and ℝ3.

Q: Consider the figure below (2). (5y – 11) (8x)* (9x – 7)/(13y + 7)*

A:

Q: Given: &lt;5 is supplementary to &lt;4. a. What can you conclude about &lt; 5 and &lt; 3? b. State…

A: Given: ∠5 is supplementary ∠4.

Q: Find the exact value of 1sin (14°) 2 + 1cos (4°)2 - 3.

A: Consider the given expression: sin14°2+cos14°2−3Use the trigonometric identity:sin2θ+cos2θ=1

Q: 8r 4m Lasmin 10mn 3

A: Let R=4m15m2n-8n10mn3

Q: 2. द1 5rc) कx

A: Given, ∫π6π42+secx2dx We have to find the definite integral

Q: Find the term of (a-2b)^13 that has b^3 in it.

A:

Q: Find (4+2)^2 using identity.

A: 4+22

Q: Perform the indicated operations: 2n2 + 10n n² +10n + 24 n+4 8n2 + 12n n-1 n² + 8n – 9

A:

Q: Find SU. 26° 6.8

A: Given:-in right angle triangle∆STU∠T=26°TU=6.8To find: SU

Q: Find the length of (3e' – 3, 4e' + 7) for 0 <1< 1.

A: Arc length of a curve between two points is the distance between the two points with the restriction…

Q: Find x if BC=1,AC=x+5 and AB=2x-2

A:

Q: -7 1 A -3 5 -1 4 Then c21 = None O 6 O 4 O -6 35 -35 O -4 2.

A:

Q: If x e R and 0 < x < 4, then 4. ac(4-ac) 2 1.

A: 12. Given that x∈ℝ and 0&lt;x&lt;4. We have to prove that 4x4-x≥1. That is, we have to prove that…

Q: III. Eliminate the AC 8. до Gex + сче-х + Сухе аех Cex ·X

A:

Q: If the order of A is 4x 3, the order of B is 4 x 5 and the order of C is 7 x 3, then the order of…

A:

Q: 2. Find m2C 28 18 C 12 3. Find AC 93 C 20

A:

Q: what is the answer to 3a + 11a + 1

A: Adding, 3a and 11a, we get, 14a

Q: Find AC B T. 4

A: Apply the property of the triangle then find the value of the AC

Q: Σ Ea = n². %3D k=1

A: It is given that,  ∑k=1nak=n2

Q: Suppose an - 4аn-1 — 5ап-2 — 2ап з аnd a4 -21, a5 = 65, and ag = -165. Find a1, a2, and a3. a2 = az…

A:

Q: Show that AC = BC, even though A + B. 5 2 6 -4 2 0 0 A = 8 6 , B = 8 6 6 C = 0 0 2 -5 1 -1 0 1 6 -5…

A:

Q: x², if x 2 and x 36 5. q(x) · 10 – x,

A:

Q: Perform the indicated operationsSubtract 7a to the 2nd power+8a-15 from the sum of 14a-5 and 7a to…

A: We are required to subtract 7a^2+8a-15 from sum of 14a-5 and 7a^2-8.First of all, we will find the…

Q: 10 Let A = ,C = 6 1 and D ,B = -3 -7 Find X, if AB" + 14C¬1 – |D|X = 0 %3D

A:

Q: What is the base of y= -1/2log(x+1)-5

A: This matter of base is different in different different subjects. Since we are studying now maths ,…

Q: 4) Find AC 24 1415 11 in B

A:

Q: Find AB and BA. 1 0 [0.73 -0.81 A = and B = 0 1 0.86 0.45 Part: 0/ 2

A:

Q: 3.4'=8xy (0) =5 %3D

A:

Q: 11. 2+5(:-3)-(3z + 4)

A:

Q: [-1,1] x [1,2]

A:

Q: 3. If BC = x-11, AC = 7x-36, and AB = 3x + 14, find the following.

A:

Q: Let 1 A = 3 -4 What is the minor m1? 2]

A: We have to find the minor

Q: show that 12 2. de = In (7+4VJ) 22 - 88

A:

Q: En=1(-1)n x+2)" 3nn

A:

Q: Evaluate if possible a) 2 ∞ Σα η=4 n2+4n+3

A:

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.