Question

please help and give answers order according to the sheet​

Answer 1

0² = 0 ( zero to the power of any no. equals to zero )

0-² = 1/0² = 1/0 ( numerator can't be zero , it's undefined )

0⁰ is undefined

Skills

a) P² × P⁵ = P⁷

b)P¹²÷P⁴ = P³

c) (P³)⁷ = P²¹

d) P⁰× q³ = 1 × q³ = q³

e) 3P⁴×5P² = 15P⁶

f) 6Pq³×2P⁹q² = 12P¹⁰q⁵

g)P⁷/P² = P⁵

h)8P¹¹/2P⁹ = 4P²

i) (2P⁴)³=2³×P¹² = 8P¹²

j) (8q²×3q⁷)/6q⁸ = 24q⁹/6q⁸ = 4q

Stretch

a) 2²⁰÷4¹⁰= 1048576÷1048576 = 1

b) (2⁶)²÷4⁵ = 2¹²÷4⁵ = 4096 ÷ 1024 = 4

c) 3⁷ ÷ 9³ = 2187 ÷ 729 = 3

d) 27⁵ ÷ 3¹² = 14348907 ÷ 531441 = 27

Please give brainliest

Answer 2

$\textsf {Skills :}$

$\mathsf {a) p^{2} \times p^{5} = p^{7}}$

$\mathsf {b) p^{12} \div p^{4} = p^{8}}$

$\mathsf {c) (p^{3})^{7} = p^{21}}$

$\mathsf {d) p^{0} \times q^{3} = q^{3}}$

$\mathsf {e) 3p^{4} \times 5p^{2} = 15p^{6}}$

$\mathsf {f) 6pq^{3} \times 2p^{9}q^{2} = 12p^{10}q^{5}}$

$\mathsf {g)\frac{p^{7}}{p^{2}} = p^{5}}$

$\mathsf {h) \frac{8p^{11}}{2p^{9}}=4p^{2}}$

$\mathsf {i) (2p^{4})^{3} = 8p^{12}}$

$\mathsf {j) \frac{8q^{2} \times 3q^{7}}{6q^{8}} = 4q}$

$\textsf {Stretch :}$

$\mathsf {a) 2^{20} \div 4^{10} = 2^{20} \div 2^{20} = 1}$

$\mathsf {b) (2^{6})^{2} \div 4^{5} = 2^{12} \div 2^{10} = 2^{2} = 4}$

$\mathsf {c) 3^{7} \div 9^{3} = 3^{7} \div 3^{6} = 3}$

$\mathsf {d) 27^{5} \div 3^{12} = 3^{15} \div 3^{12} = 3^{3} = 27}$