Solve each equation 3 = 81 5(2) =40 4 +4 = 68 3(2) - 16 = 80

Q: If y = 15 in the equation 100,000 plus y multiplied by 63 what is the answer

A:

Q: How can you solve - 58 = - T without multiplying or dividing each side by -1

A: How can you solve - 58 = - T without multiplying or dividing each side by -1

Q: Solve the equation by multiplying by the LCD 7a+3/9 +3 = 27a+29/36

A: Given- 7a+3/9 +3 = 27a+29/36

Q: Solve the equation 31x - 22 = 41x + 52.

A:

Q: メx Solve by Factoring O= 2 00×の

A: Finding the value of x.

Q: Graph and solve for x 0= -16x2+90x+5

A: Given: 0= -16x2+90x+5

Q: Tyler moved 6.5 miles away from school. He missed the bus so he walked. If he is 1.2 miles from…

A: The total distance given is 6.5 miles.And he is 1.2 miles from the school.

Q: Solve the equation

A: we have to solve the equation,  2x+1=3x-5

Q: Use logs to solve 6e3n-4+4 = -69

A:

Q: Solve this equation to get the value of x 516=257x-11

A:

Q: Solve the equation    15-5x= -10

A: Solution

Q: Solve the equation

A: To Determine: solve the equation  Given: we have an equation                   15x5-20x4=6x3-8x2…

Q: 6x9y+ z = −12 2x - 3y z = −4 - -4 -8x + 12y = 16

A: On solving this we will get

Q: 5x-6=-13x

A:

Q: Solve the equation ×+2×-4=9

A: Topic- simplification

Q: T. 2.x+ 15 U x+15 Work & answer:

A: Ise the equal opposite sides property for parallelogram.

Q: Solve the equation

A: Consider the equation: 2x+15-2=6x+1

Q: In this equation, how did they find -2.33?

A: Using Excel: The area lies to left of z is 0.01. The z is -2.33 using the Excel function…

Q: What is the solution to the following equation? .2 x9x + 18= 0

A:

Q: Each month Marla pays a $30 cell phone bill from her back account. At the end of one year, what is…

A: Given that Marla pays $30 each month for her cell phone bill from her bank account.

Q: Solve the equation 5t2=31t+28

A: Given equation is 5t2 = 31t+28.

Q: Solve the quation -2X 5.

A:

Q: Asia has a job selling cars. She is paid $2,000 per month. She also gets paid $200 for each car she…

A:

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.