Subtract. -11/3-w - 4w-1/w-3 4w-1 3-w W-3 The difference is (Simplify your answer.)
8. Subtract 3y2-1 5y2-1 2y 2 3(Simplify your answer)
"(1) Simplify and write without negative exponents 125ry 12a (2) Subtract the fractions (3) Simplify by pulling as much as possible outside of the radical sign (4) Simplify (5) Find all real solutions to the following (a)(a+1)(2r+3)3 (b) 2x +3-4 (e) 214-Syl-3.. 4 5 52 (g) F-4-12-r-1- (h) 2- 0) log(5x +1) -2+ log(s-2) (k) log2(loga(c) 3 (1) log (r)+ log (r-2)-3 . (6) Solve and give your answer in a form that could be plugged into a calculator for...
5x2+4x 6x+3 13. Add or subtract and simplify x-1
Evaluate the difference quotient for the given function. Simplify your answer. f(x) = x2 + 3, f(4 + h) − f(4) h
Add or Subtract and simplify 8) 2 x2-4x 3 3x x2x 2
Could use help please. Simplify using long division. (Remember to show all your work.) 4. (w-15w-11) + (w - 4) 3. (12y-39y+ 15+ 12y)+(2y + 5) Simplify the expression, if possible. State the excluded values, if any. y+5y+6 5. y-5y+6 2/+6 6. f-6j-27 Simplify using long division. (Remember to show all your work.) 4. (w-15w-11) + (w - 4) 3. (12y-39y+ 15+ 12y)+(2y + 5) Simplify the expression, if possible. State the excluded values, if any. y+5y+6 5. y-5y+6 2/+6...
Solve the equation. Simplify your answer if possible. 5m-3=-33 The solution set is Solve the equation. Simplify your answer if possible. 13 =8+2(4w+1) The solution set is Solve the equation. Simplify your answer if possible. 3(d-5)-3 =1-(d+3) The solution set is Solve the equation. Simplify your answer if possible. 4(4y+6)=-3[-4y+4(-y-3)] The solution set is Solve the equation. Simplify your answer if possible. =2 5 20 The solution set is Solve the equation. Simplify your answer if possible. P p-3 9....
PLEASE SHOW WORK Subtract. с 3 c? + 7c+ 12 c? + 5c +6 с 3 II 2 c2 +7c+ 12 C + 50 + 6 (Simplify your answer.)
part c 11. Simplify the following expressions (W and 2 are variables, k and c are constants): a. b. Σ(W+ Z) C.
(24) Simplify -64x®yl6 (a) -4x12y6 (b) 16x1²y6 (e) 4x12y6 (d) -4x1By 18 (25) Subtract by first simplifying each radical and the combining any like radicals. 5V162 – 3V18 – 4V98 (a) 11v2 (b) 8v2 (c) -11v2 (4) 5V7 Algebra 2 (26) Multiply: (V3 + VE)(v3 – VE) (a) 3– 2V7 (b) 3 – 2/3z (e) 3-z (d) 3z (27) Simplify (a) (b) V825 (c) 15V5 (d) 11