Write a simplified expression for the area of the figure. [A = bh 5x + 3 2x 4

Q: (y squared minus 2y over 7 plus 1 over 49)

A:

Q: dx 16x4 – 1

A:

Q: Find the area of a regular pentagon inscribed in a circle whose equation is given by…

A: Now, we can use the formula for the area of a regular pentagon: Area=25​×sidelength×apothem…

Q: 4x da 3 4x - 4x2

A: It is known that: ∫fx±gxdx=∫fxdx±∫gxdx∫11-t2du=sin-1t+C∫tndt=tn+1n+1+C Here C is the integration…

Q: Simplify the expression, and rationalize the denominator when appropriate.

A: we have to simplify the expression ,  4x2y3 2x5y23

Q: √128x9y12217

A:

Q: factor c.x2 −1/9

A:

Q: What is the answer and how do I show my work?

A: we have to show that 2x+52 is not equal to 4x2+5

Q: Simplify. The answer should be in standard form and contains only positive exponents. 8X-3 Y . 5X5…

A: we have to find the simplify the given expression

Q: Given x(2x + 5) is the area of the figure below, identify which factor is the length of the figure…

A: If x(2x+5) is area of figure the either is length or 2x+5 is length  but 2x+5 is longer side

Q: Grouping

A: We have to compute the factor according to the given information

Q: 2. Change the fbllowing "factored form" equations, into "standard form." y (x + 4)(x - 7) b. y = (x…

A: Standard form

Q: 2+ 1 2 dx 5+ 22 — 4х - 12

A:

Q: simplify using exponent rules  a. (2x/5)-3 b. square root of x X4 over x to the power of 2

A:

Q: When completing the square, what value should replace the '?' x + 4x +3 (x+ ? )² – 1 - O 1 O 5 8

A:

Q: 5x3 %3D15 ×12 구

A:

Q: Suaef(Ox-tan(Sx-) dx 2 2

A: Given:

Q: Find the following.

A: Given: I=∫5x2-6x+3dx We know that ∫xndx=xn+1n+1+c…

Q: To complete the square of x2+5x , add .............

A: To complete the square of x2+5x , addition = ?

Q: Rewrite the expression using a radical. (4x)^3/2

A: Consider the expression: 4x32……1

Q: Find the longer dimension of the rectangle enclosed in a semicircle y=144- x2 with the largest…

A:

Q: (2x)²(2×)ª

A:

Q: al. factored

A:

Q: Find the longer dimension of the rectangle enclosed in a semicircle y=144 - x2 with the largest…

A:

Q: A trapezoid has a height of (x + 2)cm and the length of two opposite parallel sides are (x + 4)cm…

A: