Intermediate Algebra
 👍
 👎
 👁

 👍
 👎
Respond to this Question
Similar Questions

math
writing to explain explain why it is important to line up decimal numbers by their place value when you add or subtract them.

math
Match the equation with the step needed to solve it. 1. 2m  1 = 3m subtract m 2. 2m = 1 + m subtract 2 3. m  1 = 2 subtract 1 4. 2 + m = 3 subtract 2m 5. 2 + m = 1 add 2 6. 3 = 1 + m add 1

elementary
Think of a number. Add 7. Double the result. Subtract 8. Double the result. Add 12. Divide by 4. Subtract 6. Your answer will be the original number. Explain how this trick works.

algebra
For questions 13, simplify the polynomial. 1. 14x^2 + 4 + 3x  12x^2  3 + 11x 2. 3x^2 + 6  2x + 5x  4x^2 + 9 3. 2x^2 + 6x  7x + 8  3x^2 + 1 4. In the expression 7x  3x^2 + 5, what is the coefficient of x? Add or subtract.

Math
Please check my work. 1) 64 divide 4 = 16 2) 144 divide (9) = 16 3) Simplify 9 and a small 2 = 81 4) Simplify (3) and a small 3 = 27 5) Add 4/11 + 5/11 = 1/11 6) subtract 5/11 [3/11] = 8/11 7) multiply [7/8] • [2/4]

Algebra
After solving a rational equation, why is it important to check your answer? How is this done? What happens if you are checking a solution for the rational expression and find that it makes one of the denominators in the

math
Shannon states that 7 5 8 − 5 1 3 = 2 4 5 7 5 8  5 1 3 = 2 4 5 because 7 − 5 = 2 7  5 = 2 , 5 − 1 = 4 5  1 = 4 , and 8 − 3 = 5 8  3 = 5 . First, state whether you agree or disagree. Then, explain briefly how to

math
1. add or subtract {4x^2+15x3}(3x^2+5) a.7x^2+15x8** b.x^2+12x+2 c.x^2+15x8 d.7x^2+8 2. Simplify the polynomial 3f^2+4f3+8f^2+7f+1 a.5f^211f+2 b.11f^2+11f+2** c.5f^2+11f2 d.5f^2+112 3. Add or subtract

Math 222
find the domain of each rational expression in set notation. x^236 divided by 3x 7w2 divided by 16w^21 Then do both rational expressions have excluded values in their domains? If yes, explain why they are to be excluded from

Math
PLease explain how to do this Add or Subtract (m^2m+3)+(m1)

math
Match the equation with the step needed to solve it. 1. 2m  1 = 3m subtract m 2. 2m = 1 + m subtract 2 3. m  1 = 2 subtract 1 4. 2 + m = 3 subtract 2m 5. 2 + m = 1 add 2 6. 3 = 1 + m add 1

6TH GR. ALGEBRA
EXTENDING THE LESSON If you add any two rational numbers, the sum is always a rational number. So, the set of rational numbers is closed under addition. Is the set of rational numbers closed under subtraction. multiplication,and
You can view more similar questions or ask a new question.