How do I know which numbers to multiply to get the LCM of 3 numbers? ex: 45, 15, 18 45 = 5x3x3  15 = 5x3 18=2x3x3 Now, HOW do I know which of these numbers to multiply to get the LCM?

Q: What is the rule that tells us to multiply and not add

A: To determine the total number of combinations of two or more occurrences, the fundamental counting…

Q: What's 5+5

A: What's 5+5

Q: 56 = 8(p+3)-8(p-4)

A: In this question we have to prove LHS is equal to RHS.

Q: What is 8+2

A: 8+2=?

Q: What is  7 + 9

A: Addition is one of the four basic operations of arithmetic, the other three being subtraction,…

Q: 2 -643 - 9 3 92

A:

Q: What is 5x8 how learned multiplication

A: The given multiplication,   5×8

Q: 121=(4q+5)2

A: To calculate the value of q from the provided equation which is mentioned below,

Q: why are you multiplying 4 by 400 and 5 by 500? where did you get those numbers from?

A:

Q: 11) -a+ 4b-6c-33b-9

A: The given expression -a+4b-6c-33b-9

Q: 26 78-16 50-

A:

Q: Why is 4(5+9)=56

A:

Q: When you are asked to find the coefficients of 4c + 4b should you put 4,4 or just write 4 once…

A: Coefficient is the constant value with a variable in a expression.

Q: what is the 16 over the power of16 times 20

A: (16)20(16) = (16)320

Q: What expression can be used to show dividing 36 boxes into four equal stacks? Write the expression…

A:

Q: What is 10 + 13

A:

Q: What is the answer to (2x to the fifth power +2x to the second power +5

A: In we will find answer of the given problem

Q: Зх —7%3D 8х + 23-

A:

Q: What is the product of -4 and 18

A: x*y = xy

Q: y=4x +2 4x+3y ー22

A:

Q: What two numbers have a sum of 8 and a product of 16?

A:

Q: How did you get 35+3

A:

Q: what is 3+300

A: Given 300+3

Q: Determine the number of terms in the product of (x + y) and (a + b + c + d) without doing the…

A: Given the terms (x+y) and (a+b+c+d). We need to calculate the number of terms in the product of two…

Q: What's 3÷90

A: Given 3/90

Q: what is 10+2

A: To Solve:- 10 + 2

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.