How do you use laws of exponents to simplify #x^(3/4) * x^(1/3)#?

Related questions

• What is the Exponential Property Involving Products?
• How do you apply the "product of powers" property to simplify expressions?
• What is an exponent and exponential notation?
• What is the difference between #-5^2# and #(-5)^2# ?
• How do you write 3(-2a)(-2a)(-2a)(-2a)# in exponential notation?
• How do you simplify #2^2 \cdot 2^4 \cdot 2^6#?
• How do you simplify #(4a^2)(-3a)(-5a^4)# using the product of powers property?
• How do you simplify #(-2xy^4z^2)^5#?
• How do you apply the exponential properties to simplify #(-8x)^3(5x)^2#?
• How do you write the prime factorization of 280?