B1. a. Find the largest two-digit integer that leaves the remainders 2 and 3 when divided by 5 and 7. B1. b. If f(x) =14x-9x + 7x² + 4, find the reminder whenf (24) is divided by 5. %3D

Q: Add. 4 5/8 + 4 4/7

A:

Q: 2/3x=-8/3

A:

Q: 5/9 divided by 10

A:

Q: Multiple and simplify    6y²/14 xy      •    7xy/4x²

A: Multiplication of ( 6y²/14 xy ) and ( 7xy/4x² ). ( 6y²/14 xy ) × ( 7xy/4x² ) = {(6y²) × ( 7xy)}/…

Q: -1/7x=16

A:

Q: 4-÷2 3.

A: The given expression is

Q: S is 4 years older than J. 8 years ago, s was twice as old than J. What are the ages of S & J?

A: Let the age of S be x years, then the age of J is (x - 4) years, because S is 4 years older than J.

Q: (4x² - 9)72 99

A:

Q: lm 2x3-x²-8x-5 3x²+7x +5x+ x^-8X-S EVALUATE

A:

Q: Ex; y* + 8y" + 16у %3D0

A:

Q: A1 .A = -5 .A%3D

A:

Q: As+B If L(3t5 + 8) = the value of B is

A:

Q: S,(3x2 – 2x + 1) dx

A: We know the integral formula, ∫xndx=xn+1n+1+C

Q: If a = 3 and b= 6, then -a+ 2b = 3. %3D O True O False

A:

Q: Divide 2x - 8x - 10 x - 3x -4 5x + 5x - 20 x² - 7x + 12 2x - 8x - 10 x- 3x-4 (Simplify your…

A:

Q: 4y = 7/8

A: Given equation,

Q: Evaluate. Use a capital C for any constant. 10x + 2 Preview da 5x2 + 2x + 8 ) %3D

A:

Q: The formula P^Q →QvP stands for

A: P∧Q→Q∨P∧ means AND∨ means OR→ means if-then   We can see the meaning of different symbols from there…

Q: Simplify.Express answers as positive exponents.

A:

Q: If a * b denotes a² – ab + 2, find the value of 2* (3 * 2). What is the value of x if x * 3 = 0? %3D

A: Given a * b = a2 - ab + 2

Q: Mul ltiply. 7x(5x + 3)

A:

Q: 6x 0 < * = 5e

A: we can see from the graph

Q: multiply 2/3 x 9/16

A: Compute the value of 23×916 as follows. Rewrite the given expression as 23×3328 .

Q: multiply and simplify 10r/x * 7x/5w

A: Multiply and simplify

Q: (フメ30)/(10-3メ) (7) (70-2x)* メニ

A: Given:

Q: A. Express the following expressions in radical form. Answer. (box the final answer) 1. (103)2/3 -…

A:

Q: -2.2p

A: -2. 2p  =  (-2) (2p)              = -4p

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.