Question

ax*ay*az,Simplify it using laws of exponents.

Answer 1

Solution :

Given ax × ay × az

= ( a × a × a ) × xyz

= a³xyz

Or

If the question is a^x × a^y × a^z

then

= a^x+y+z

••••

Answer 2

ax * ay * az


ax can be written as a × x.
ay can be written as a × y.
az can be written as a × z.


ax × ay × az

( a × x ) × ( a × y ) × ( a × z )

a × x × a × y × a × z

a × a × a × x × y × z



From the laws of exponents, we know that m × m × m = $m^{ 1 + 1 + 1 }$ = m³


$a^{1+1+1}$ × x × y × z

a³ × x × y × z

a³xyz




Therefore, ax*ay*az is a³xyz



$\:$