Prove that the sum of the cubes of two consecutive odd integers is always a multiple of 4.
Prove that the sum of the cubes of two consecutive odd integers is always a
multiple of 4.
-5(-2) - (-12)
300+6.4
3006.4
-3-4x=15
-6q+5q+5p+6p-13q
\left(\frac{2m^{-2}c^{-1}p^5}{4m^3c^{-4}p^{-6}}\right)^{^{-3}}
How many points will keep you safe in the premier league this season? Draw a modelling cycle diagram. For each phase of the cycle,...
Draw a modelling cycle diagram. For each phase of the cycle, briefly explain one aspect of your project that fits into that phase....