Question

my question is to explain formulas of exponents ​

Answer 1

Answer:

In the expression, a2, a is known as base and 2 is known as the exponent. An exponent represents the number of times the base to be multiplied. For example, in a2, a will be multiplied twice, i.e., a × a and silimarlt a3 = a × a × a.

Step-by-step explanation:

The Exponents Formulas are

a^0=1

a^1=a

a−−√=a12

a−−√n=a1n

a−n=1an

an=1a−n

a^ma^n=am+n

a^ma^n=am−n

(a^m)p=a^mp

(a^mc^n)p=a^mpc^np

(a^mc^n)p=a^mpc^np

Answer 2

Answer:

The formulae of exponents are :

1) x^y*x^z=x^(y+z)

2)(x^y)^z=x^(y*z)

3)x^y*z^y=(x*z)^y

The first one is pretty simple as you can just expand and observe.

e.g.->2^3*2^4=128=2*(3+4)=2^7

The second one can also be done like -

x^y=a, so, (x^y)^z =a^z or a*a*a... or x^y*x^y*x^y...z times.

So it would all add up to x^(y+y+y...z times) which is x^(y*z)

Idk about the third one.