The solution the following D.E. yl = 3y is Select one: y? = ++c y? = +x+c O y = ++c

Q: D What is the value of p in the equation y² = -12x? -12 -4 -3 12

A:

Q: Which expression is equivalent to: -3 ד ("z y-12 ?א27) 67x12 192x12 13 11 67x y z13 192x y

A:

Q: is these the Same? yCx²-a)+l= Cye %3D 1= Cxパ-)yt Cye

A: topic - equations

Q: if 9p5+59.p4=10pr,find r

A: We know  ,     npr = n! / (n-r)!

Q: Q-4. Find the value of given combination 11 (H) + (5) 6 2

A:

Q: x? + y? – 2x – 8y + 19 = 0

A: x2 + y2 - 2x - 8y +19 = 0 Repositioning x and y accordingly we get x2 - 2x + y2 - 8y +19 = 0…

Q: A ax? +C B a ax +C a?x +C 2 D.

A:

Q: Given a = (-5,7) and u = (9, -4), find 3ã + 4ū. 3a + 4ū =

A:

Q: 3x - 8y = 24 y = x – 8

A: To find values of x and y.

Q: (2a - 3)2 = ? O 4a? + 9 O 4a? - 9 O 4a? - 12a + 9 O 4a² + 12a + 9

A:

Q: Since it is known that x² + y?= c?, write the expression below in terms of c2 - 2x* - 16y* - 16x'y?…

A: Solution-

Q: find the value of 3y-3 given that -8y-9=7

A: Given,

Q: (12z – 27)° (125 – z), T W (37 + 5z)°

A:

Q: 13 2y + 3 x - 4

A: To find the value of .

Q: C): Find if y=1²-21 +3 and x=21-1.

A: We have to find where and

Q: Lydia and Claudia have the same number of charms in their collections. Lydia started with 6 charms…

A: Image below

Q: Hanger A 2x + 10 = 2y + 5

A:

Q: If 2x-y=4 then 6x-3y=? Select one: a. 0 O b. 18 C. 12 d. 15 e. 10

A: Let 6x-3y = t

Q: If t=-3, then 3r +5t+6 equals -36

A:

Q: 4c + 3 = 16 , what is the value of c

A:

Q: x +4x+4 . For what value(s) of x will each expression be undefined? 9-x+x A) 6 B) -2 C) -2 and 3 D)…

A:

Q: Is y = Select the correct answer below: no 4 a solution of 9y + 2 = 6y + 3? O yes

A:

Q: 3+ y If 4 - у a then y = (?) b ||

A: Given, If  3+y4-y=ab Then, we have to find the value of y.

Q: :find A+B?C 4 B = -3 2 0. If A = %3D [2 1 4 02

A: A=1421B=-3240C=1002 Now, using matrix multiplication- B2=-3240-3240B2=17-6-128

Q: Given x1 = 1, x2 = 4 and x3 = -2, %3D %3D

A:

Q: v ² + 6v – 59 3D0 2 V

A: Given,

Q: What is 0.9c - 1.9d c=15 and d=3

A:

Q: 4x2-5y2 If x 4, y = 2 and z = - 2, evaluate %3D y-z

A: In order to evaluate value of function at some point, Substitute given point in the function to get…

Q: Evaluate y² - 5y +2, when y=-3

A: Given query is to find the value of the expression.

Q: What is the property of 15  + y = y + 15?

A:

Roots

The main dissimilarity between real and complex roots is that the real roots are obtained as real numbers, in contrast with the complex roots, which are indicated as imaginary numbers. The standard format for depicting any complex number is in the form of a + bi.