(1)-(6210 @ L (3) - (X + Xx+4y) = X. (@) L ( 3 ) = ( 3 ) しい روح

Q: If I have 0=24x-5.19x^2, then I simplify it to 0=x(24-5.19x). How do I proceed to find x from here?

A: The given function is Here, either

Q: compute:  (3/5)^(n-2)x(10/9)^1-(n/2)

A: Please see the explanation below

Q: p(t)=-1718^2+82000+10000

A: Given:p(t)=-17182+82000+10000

Q: Find all inflection points of ?(?) = ?(? − 4)^(3).

A: points of inflection can be calculated by finding out double derivative of function and put it equal…

Q: 4sin^(2)(x)-3=0

A:

Q: Evaluate funct 1-3)- 3- 3 436 7

A: given the graph of the function.

Q: 6(x^(-4)x^(-10))^(-2)

A: We will simplify the problem

Q: Convert f(x)=(x-3)(X^2 -5x +6) into factored form

A:

Q: (10x-19) (3r + 2) (5x-3)

A: We will use the exterior angle property of a triangle that states that an exterior angle is equal to…

Q: Simplify ((5)/(x^2-1))/((2)/(x-1))-((3)/(x+1))

A: Given, To Simplify ((5)/(x^2-1))/((2)/(x-1))-((3)/(x+1))

Q: 6/x-1/x/x-1

A: Known fact:

Q: ((-14)/((x^2)-x-12))-((1)/(x-4))=((2)/(x+3))

A: Given:The equation is,

Q: solve for A, 1.35=[((1+A)^6-1)/A]

A:

Q: ∑5 (-2) ^ k -1 K=1

A: Given, ∑5-2k-1

Q: Find the value of n(A) if n(B)=32, n(A^B)=17, and n(AUB)=49.

A: Given information:The value of n(B) is 32.The value of n(A∩B) is 17.The value of n(AUB) is 49.

Q: What (x-3)^2?

A:

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

A:

Q: f(x)=2(x+3)^(2)-6 write in standard form.

A: We know that the standard equation of the polynomial is f(x)=ax^2+bx+c

Q: d(0" – tan@) do

A:

Q: (x+5)^3/5=8

A: Use the power both sides 5/3