Simplify and write 335×342as a single exponent.
As we already know for any non-zero integer 'a' and natural numbers m and n,
amn=am×n=amnam×an=am+n
On solving now, we get :
335×342=33×5×34×2=315×38=315+8=323
Hence, 335×342 is equal to 323.
Simplify 63×64×62 and write as a single exponent.
Simplify and write 62×64÷63 as a single exponent.
Simplify and write (-2)10×(-2)3×(-2)5(-2)7 as a single exponent.
Simplify and write 523×54÷57 as a single exponent.
Simplify and write -357÷-354as a single exponent.