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Simplify: (x/3) + (x/6) as a single fraction.
- 1x/2
Add and simplify: 9/x + 6/x.
- 15/x
Simplify: (x^2 – 1)/(x – 1), where x ≠ 1.
- x + 1
Simplify the algebraic fraction: (3x^2 + 24x)/(3x).
- x + 8
Simplify: (x^2 + 2x + 1)/(x + 1), where x ≠ -1.
- x + 1
Simplify: (x/9) + (x/8) as a single fraction.
- 17x/72
Add and simplify: 6/x + 4/x.
- 10/x
Simplify: (x^2 – 16)/(x – 4), where x ≠ 4.
- x + 4
Simplify the algebraic fraction: (7x^2 + 28x)/(7x).
- x + 4
Simplify: (x^2 + 6x + 9)/(x + 3), where x ≠ -3.
- x + 3
Simplify: (x/5) + (x/2) as a single fraction.
- 7x/10
Add and simplify: 3/x + 1/x.
- 4/x
Simplify: (x^2 – 64)/(x – 8), where x ≠ 8.
- x + 8
Simplify the algebraic fraction: (2x^2 + 16x)/(2x).
- x + 8
Simplify: 7^3 ÷ 7^1.
- 49
Simplify using index laws: (x^3)^4. [Unique SSC algebra item 2]
- x^12
Simplify using index laws: a^6 × a^4.
- a^10
Simplify: 2^5 ÷ 2^4.
- 2
Simplify using index laws: (x^4)^1.
- x^4
Simplify using index laws: a^4 × a^4.
- a^8
