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Question 6
Simplify the following expressions.
(a) | \( x^4 \times x^6 \) | (b) | \( x^8 \div x^5 \) | (c) | \( 6a^4 \times 2a \) |
(d) | \( (x^3)^2 \) | (e) | \( 3y^5 \times 4y^3 \) | (f) | \( 9y^8 \div 3y^2 \) |
(g) | \( 24a^6 \div 8a \) | (h) | \( (4x^3y^2)^3 \) | (i) | \( 15x^4y^5 \div 3xy^3 \) |
(j) | \( a^4b^2 \times 6ab^3 \) | (k) | \( 18a^7 \div 9a^3 \) | (l) | \( (3y^2)^2 \) |
(m) | \( 4x^3 \times 3xy^2 \) | (n) | \( (2d^{-3})^{-2} \) | (o) | \( x^\frac{1}{2} \times x^6 \) |
(p) | \( 6x^{-3} \times 3x^5 \) | (q) | \( 3ab^\frac {1}{3} \times 4a^ \frac{3}{2}b \) | (r) | \( 8y^{-3} \div 4y^{-5} \) |
(s) | \( (a^ {-\frac {1}{2}})^{-4} \) | (t) | \( (4x^{-3})^2 \div 8x^{-2} \) | (u) | \( (8a^{-\frac{1}{2}})^\frac{1}{3}\) |