- {{: ) {l: E R2x2 7a + 4b – c = 0 } of R2x2. d

Q: 7 --y2 Then 2 5 Q2: If z = –x² az + 5x ду az 7y ||

A:

Q: what is the Solution ofequation とdx +(2Xlogk - メy)dyニ。

A:

Q: Show that r: y = 3. 2n

A: Using two sectant theorem,  ∠n=12x-y  Multiply both sides by 2. ⇒2n=x-y .....(1) Using intersecting…

Q: solve by finite difference ²x - ²)x=t dt²

A:

Q: y = 2x – 5 on interval (- 0, 0)

A: Given function, y=2x-5, x∈-∞,∞

Q: express on J5 by Jo & J1

A: This problem is solved by the concept of recurrence relation

Q: lim, (27x - 8)(3x² – 2x)-1 ズ→ O 18 0. -9 9 /3

A:

Q: d'u =16- for all 0sxs10 and t20

A: Solution

Q: 35. By completing the square in the quadratic x² + x + 1 and making a substitution, evaluate dx x² +…

A:

Q: There does not exist r E Q ə r² = 2

A: the given statement is  r2=2 where r∈Q r=2 where r∈Q. since 2 is irrational , therefore, r is…

Q: Solve for x: Ax + By = Cx + D.

A: Solve for x:  Ax+By=Cx+D.   Subtract Cx on both sides. -Cx+Ax+By=-Cx+Cx+D-C+Ax+By=D

Q: What is the relationship between 2.AXY and YXB?

A: Consider the figures,

Q: 2- M ke 2.

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Q: If h(z) = 2x2 - 3r +1, what is h(-2)?

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Q: iven by 5x3 at x = 1 is: %3D

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Q: Find the number of solutions to 6z1+9z2+20z3=150 where the zi are nonnegative integers.

A:

Q: alla Find xy² R2² -dA, R= [0, 4] × [ - 2,2] x² +1

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Q: So* - y-³) dy 2.

A:

Q: f 4sin20 - 9 =-7, where 0 <0 < 2z,

A: 4sin2θ-9=-7;0≤θ&lt;2π Now, simplify the equation, 4sin2θ-9=-74sin2θ=-7+9sin2θ=24sinθ=±12

Q: Let a > 9 be a constant. Evaluate 3z2 + 30x + 30 + 4a dz (3x + a)(x² + 6x + 10)

A:

Q: h-x'+2x=10e³ where x(0)=6

A:

Q: Jo x² +6x+10 n of the trapezoidal ru idal Lru Owit

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Q: Now gx y"_y₁-2y=C₁e +4c₂e² २०७ +4₁e - alge 20₁0 x 2c2e

A:

Q: dy If y = e5z+14 then- dr O 5e5z+14 O 70e5z+14 O 4e5z+14 14e5 14 O 6e5z1 14

A:

Q: 2. If 4x² – 9y² = 27, show that y" 9y5

A:

Q: Use the subst ition =x+y=0 4x-3y=0 By Your answer is

A: -x+y=0  -----&gt;14x-3y=0  -----&gt;2from equation1-x+y=0⇒y=xsubstitute y=x in equation 24y-3y=0y=0

Q: (a) y' = = ing 3t²y y+1' are probler y(2) = 1 biems

A:

Q: ethod of undetermined coefficients to so y" +4y = 2x +2.

A: Given: y''+4y=2x+2

Q: 2: 2x, + 5xz hjecked toi X-Xz77 。冬以ハメ

A: Here you didn't given that the problem is minimum or maximum.

Q: p6x² – x – 14 7. J4 x² – 2x – 3 -

A:

Q: 3. Find mZS. ,(5x + 2)° P ((10x – 3)° (7x – 11)>R (13r -31) (&x – 19) . S T

A: The sum of all angles of pentagon is 540°.

Q: 1) ciated with the quadratic form )² – 5x,x, + 6(x,)2.

A: We have to solve the problem

Q: Y= 2x +3 3x² - 2x

A:

Q: メミ-イ -2, glx)={ ax-b, -<x<イ ах- 4, メンイ

A:

Q: 2s Use Convolution to find L-1[- (s²+4)2-

A: Given: L-12ss2+42

Q: . (D²+1)y= 10e²x When x = 0, y = 0, y' = 0

A:

Q: sketch the preceujse - def med tunctror -32+2 if x <3 far. for 2. of 3<Y<S

A:

Q: Find: 6 ydy-xdx (x2+у?) 0<x<1 & 0<y<1

A: Using green therome and pollar coordinate x=rcos(thetha) and y=rain(thetha)  This is lie in first…

Q: 3 4. If y = t3 + 3t? and x = t - 8t2, show that y" = 16t(t+2)(t-2)3

A:

Q: Given that y = (2e - 6x +5), show that

A:

Q: d. T (х) 100е 3X + In(4x), k3470, А— 0.010 and x%3D 1/3;

A:

Q: (b) x²d²y dr2 dy + 16y = 0 + 9.x- dr

A: Hi! Thank you for the question, As per the honor code, we are allowed to answer one question at a…

Q: 24 Use the diagram to solve for x, FG and FH. 4x 7x +6 FG = FH = 6 8 9 DELL -> 23 $ & 3 4 7 8.

A:

Q: 2y is equal to V27x O True O False

A:

Q: b) Use Convolution theorem to find £-¹(2) S3+45

A:

Q: 3 1f y=/xL5x²–3. x_3x²+¥x- 3, X25x²-3 huw that dy 24 ||

A: We have,  y=x4-5x2-36x3-3x2+4x-124

Q: Use cubic interpolation method with two points to find µ2 , where a = 0.6, h = 0. 1, ɛ = 0. 001 and…

A: Given: Let's determine μ2 using cubic interpolation method,  here a=0.6, h=0.1, ε=0.001,ϕι=-2.7

Q: rve (y+1)2 = 4x3 from x=0 to x=1? (4) =q8

A:

Q: 5. ) If 3x + 4yi = Z2, what is x + y equal to?

A:

Q: where does the of inffection point y=x%3x°+2x-3? Occur

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Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.