Differentiate. 5x^4 (2x − 5)^7

Q: Add. (5x - 10) + (-x- 4)

A:

Q: 2+ 3x)(5 –

A: f(x)=(2+3x)(5-2x)ddx(u.v)=u.ddx(v)+v.ddx(u)ddx(x)=1ddx(5)=0

Q: 2x+1=5

A: To solve for x

Q: 3 < 2x - 0.5(2x + 6)

A:

Q: S(12 ) for √2x + 2x + 2√2x+...

A:

Q: (水ー1(4K+3)

A:

Q: 2) 3x+3 10 9,

A: As per the bartleby guideline I have to solve only first question of multiple question if not…

Q: 6x + 5 > -2(x – 3) – 25

A: 6x + 5 &gt; -2(x-3) - 25 6x + 5 &gt; -2x + 6 - 25 Add (2x) on both side 8x + 5 &gt; -19

Q: 5-3x 218r

A: ∫5-3xx2+8x+9dxEvaluate the integral.

Q: S(15 ) for 3 + 3x+ 3x^2+....

A: First indentify the sequence than use the formula for its summation.

Q: 5+2x-x-4+8x

A: To simplify the provided algebraic expression which is provided as 5+2x-x-4+8x. Now, first group the…

Q: (5x+28)° (7х-4)°

A: we have to find x

Q: Solve the equation.

A: Solve the equation.   20x3+8x2-35x-14=0

Q: 9 – 4x > –3

A: The given inequality is 9-4x&gt;-3

Q: 3x + 5x + 6 + 10 =

A: To solve these type of question follow these steps : Add same variables together and then equate.

Q: 3. (7x – 1)- 125°

A:

Q: 7x= X=1

A:

Q: 5. (8x-77) (3x+38)"

A:

Q: 18. (3x)° (5x - 40)° X =

A:

Q: : |2 – 3x| > 5

A: Given, the inequality                             |2-3x|&gt;5

Q: 5(x + 2) + 2x

A:

Q: -20/3&lt;2/3x&lt;4

A:

Q: 14x] > |7 – 6x|

A:

Q: Rationalize the numerator : [√(x +5) - √x] / 5

A: Given- x+5-x5 To Rationlise- The numerator. Concept Used- Ratiolisation of numerator means we have…

Q: 7x-27 3x

A: Here, we need to find the value of x. For the first figure: Here, we are given that the arc of…

Q: Evaluate 5(x + 2) / (2x-14)  for x = 10

A: The given expression is 5x+22x-14.

Q: Evaluate: 3 (2x-4x-D

A: Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: 5x(2 + 1) = 30

A: 5x(2+1) = 30

Q: 5x *(x+2) 3

A:

Q: 39° (17x + 6)° (7x-2)°

A: 2( minor arc) = major arc - angle subtend by secants

Q: 6x+1≥-5

A: topic - inequality

Q: 2 10. X+7x-98

A: Given x2 + 7x – 98

Q: 8x^3-125

A:

Q: 10. 2x+8)° (3x-5)° B

A:

Q: 2x+5+7=

A: First, combine the numerical terms 5 and 7. 2x+5+7=2x+12=2x+2·6

Q: (3x+6)° TIx+4)°

A:

Q: Rationalize the numerator : [√(x + 7) - √x] / 7

A: The given expression in fraction form is: [√(x + 7) - √x] 7

Q: 3[2x − (x + 3)] = 5(x − 1)

A: The equation can be solved for the value of x as below:

Q: 2x+5=20

A: To solve

Q: 5 3x 5. 3x

A:

Q: 20 4x X+10 20

A:

Q: 4. Simplify. 3x + x

A: Given: 3x+x

Q: (4x +8)° (3x)

A: .

Q: Multiply (3x-6)(x-5)

A: Multiply each term of first bracket to second bracket.

Q: Divide 2x-5x +x-7x +x+x²-1 by x-3.

A: Given:   To determine: Quotient and remainder

Q: 2x+5=11

A:

Q: 8x+5x

A: The addition of monomial terms(variables with degree 1)  will be done in the given question . The…

Q: (3x-8)(2x+5)-CUX--13)= (Hx+9)3

A:

Q: Expand and simplify. (d) (2x+3)2

A: Given: 2x+32 We know that a+b2=a2+2ab+b2                                                  ..1