What are the 7 Laws of Exponents ?

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Pranav Vh answered this

laws of exponent.

bⁿ x b^m = b^n+m.
a^c / a^v = a^{c - v}
(a^m)ⁿ = a^nm
a^sx b^s = (ab)^s
a^o = 1
a^s/ b^s = (a/b)^s
(a+b)² = a² + 2ab + b²

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Pranav Vh answered this

4 a^s x b^s = (ab)^s

5 a^o = 1

6 a^m / b^m = (a/b)^m

7 (a+b)² = a² = 2ab + b²

Pranav Vh answered this

sorry for the mistake

-2

Shina Jain answered this

a^mX aⁿ= a^m+n

(a^m)ⁿ = a^mn

a^mX b^m= (ab)^m

a^m/aⁿ= 1/a^m-n

-2

Curly Wurly answered this

a^mx aⁿ= a^{( m + n )}

a^m÷ aⁿ= a^{( m - n )}

( a^m)ⁿ= a^{(m x n )}= a^mn

a⁰= 1

a¹= a

a^-m = 1/a^{m (}1/a^-m = a^{m ) reciprocal}

a^mx b^m= (ab)^m

a^m÷ b^m= (a/ b)^m

Himanshu answered this

Ism preparing for maths quant for mba entence exam my maths is weak please help me out what to do

-2

Mayank Fulera answered this

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-2

Cherish answered this

why not

-3

Aakhyan Jeyush answered this

Yeah, Pranav's answer is correct.

-3

Sagnic Ghosh answered this

a^mx aⁿ = a^{m +n}
a^m/ aⁿ = a^{m - n}
(a^m)ⁿ = a^mn
a^m x b^m = (ab)^m
a^m / b^m = (a / b)^m
(a + b)² = a² + 2ab + b²
a⁰ = 1

Harmeet answered this

Look Pravan's Ans.:-)

Monishka Patel answered this

Laws of Exponents :-

Prerna Singh answered this

1) (a/b)^m=(a/b)^m+n

Bhavani answered this

it is the answer

Vinay Patel answered this

Please find this answer

Tulsi Nihira answered this

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Dhaneshwari Miriji answered this

This are the 7 Laws of Exponents.

Twee answered this

hope this helps u !

Kanak answered this

bracket 1 upon 7 bracket close to divide bracket 1.7 bracket close power files

Varshini answered this

Please find this answer

Yash Mishra answered this

aising a Quotient to a power

When a product is raised to a power, you distribute the power to each term in the product

Raising a Power to a Power

Dividing powers with the same base.

Negative Exponents

If the base is the same you

add the exponents. If they

aren't you can't simplify it

anymore.

7 Laws of Exponents

Any number to the zero power besides 0, equals 1.

Zero as an exponent.

When the bases are the same you subtract the exponent and simplify the fraction if needed.

Raising a product to a power

When raising a power to a power you

simply multiply the exponents together.

Multiplying powers with the same

base.

Distribute the power over each term in the quotient.

If an exponent is negative put the integer under 1 for division. Same if there is a negative exponent on the bottom of a fraction, bring it up and it turns positive.

Yash Mishra answered this

laws of exponent.

bⁿ x b^m = b^n+m.
a^c / a^v = a^{c - v}
(a^m)ⁿ = a^nm
a^sx b^s = (ab)^s
a^o = 1
a^s/ b^s = (a/b)^s
(a+b)² = a² + 2ab + b

Yash Mishra answered this

sorry about the first answer

Janhvi Sublania answered this

Have this!!

Tarni answered this

Hello
The answer is
1.a^m*a^n=a^m+n
2.a^m/a^n=a^m-n
3.a^m*b^m=(ab)^m
4.a^0=1
5.square root of a=a^1/2
6.n root of a=a^1/n
7.a^-m=1/a^m

Tarni answered this

cheers!

Zaid answered this

4 a^s x b^s = (ab)^s

5 a^o = 1

6 a^m / b^m = (a/b)^m

7 (a+b)² = a² = 2ab + b²

Hemant Baskar answered this

Please find this answer

Agrim Gupta answered this

laws of exponent.

bⁿ x b^m = b^n+m.
a^c / a^v = a^{c - v}
(a^m)ⁿ = a^nm
a^sx b^s = (ab)^s
a^o = 1
a^s/ b^s = (a/b)^s
(a+b)² = a² + 2ab + b²

Naman answered this

his answer is correct

Sakshi answered this

they are correct

Subhajit Sahoo answered this

Yes i can

Shruti answered this

. Dear students there are only for laws of exponents not seven laws of

Dharshini answered this

X
(X2)6

Queen👑 Santra answered this

I give my answer

Sandeep answered this

Exponent and Power

Sahana answered this

a^mX aⁿ= a^m+n

(a^m)ⁿ = a^mn

a^mX b^m= (ab)^m

a^m/aⁿ= 1/a^m-n

Md Arshad answered this

Hello

Omoniyi Tunmise answered this

Pis solve it for me
Approximate the followin g to 3sf 0.00729671

Sakthi G answered this

Okay....

Jiya Chaudhary answered this

This answer
Regards

H E L L answered this

:/ +_-

Devang Gandhi answered this

(1).a^n + a^m = a^n+m

(2).a^0=1

(3).a^m ? a^n and if m>n then a^m-n

(4).a^m ? a^n and if m1/a^n-m

(5).a/b^2= a^2/b^2

(6).[(a)^m]^n= a^mn

(7).a^n ? b^n = (ab)^n