Find the value of x. (x+ 50)° (3x+120)° R. (4x+110) X3= (Simplify your answer.)

Q: Which value of x makes the equation1.25(4x-10)-7.5 true? А. -1 В. 3.5 C. -0.5 D. 4

A:

Q: -x+5€=-4- 34h X PUy

A: In this question, we need to compare both sides, that is, real part to real part and imaginary part…

Q: (5x + 6)° (4x+ 30)° B. What is the value of x? Type the number only.

A:

Q: Find mZP. (3x +3)" (5x - 2)° R

A: Solve the following

Q: BD bisects ZABC. Find the value of (MZABD)(m¿CBD) + x - MZABC. A(8x+35)°D (11x+23)° B

A: Since BD bisects <ABC, we can say that             <ABD = <DBC Given thay m<ABD =…

Q: Find the inverse of y = -3x2 + 9 %3D

A:

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

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

Q: Which equation models the values in this pattern? O x2 + x - 1 О Зx2 — 3х +1 O x? + 2x - 2 O 2x? + 1

A:

Q: 9x° y² 2 6. y

A: To solve given expression

Q: Find mzk (5x-21⁰° H B (2x+8) K

A:

Q: Find the value of R: -4=r/2-5(5-4)

A:

Q: log, V5

A:

Q: stitution. y= 3z + 28 y = -4x

A: Given:     To determine: The value of x and y

Q: c2 Find (4x + 3y)°dædy

A:

Q: Click the best answer * y = −(1+x²)(2+x²) -1 0 -3 3

A: To find the turning points of the function f(x) , set f '(x)=0  and solve for x .

Q: Multiply the following. (-6x°) (5x?) (- 6x) (5x2) = (Simplify your answer.)

A: Given, -6x25x2  We have to multiply the expression.

Q: Determine whether 8ory-- ∞ as メマ- co and x→。 2. y= -3x°-5x²+7

A:

Q: (6x· (3x+7)

A: Find the value of x

Q: 2. + (2x)2 dm

A: take  ..............put it back in equation 1

Q: Use Substitution to #3 Answer ) Y = X + 4 2 -

A:

Q: . Find the values of x and y. y 10 16 8 y =

A: If two triangles are similar then their corresponding sides are proportional and angles are equal

Q: y = Ax? + Be2x ·Be²x

A:

Q: 2. (3х + 48)°

A:

Q: X' dx - X Evaluate: 4x½ 3 3x6 а. 3x% b. 3/ (4 + +C 10 3 10 +C 3 5/ 3x% + с. +C 3% 3 10 d. 10 +C

A:

Q: (3r-31)

A:

Q: Identify the values of the following. (5x+20) 10x R (7x – 8)° -

A: Here we have to find  a) x=? b) ∠P=? c) ∠Q=?

Q: Find the point on the line 3x + y + 2 = 0 which is closest to the point (1, −2). Answer: | M

A:

Q: r - r - 1 1 1– r – 2 Simplify: |

A: Given r-2r-11-1r-2⇒r(r-1)-2r-1r-2-1r-2⇒(r2-r-2)(r-2)r-1r-3r-2