TUTORELA
Learn math
Learn Math by Age
Practice Math
Practice Math by Grade
About
Features
FAQ
Terms of Service
Privacy Policy
Login
Sign up
Simplify the Expression: 7^(x+1) × 7^x Using Exponent Rules
Home
Learn math
Simplify the Expression: 7^(x+1) × 7^x Using Exponent Rules
Question
7
x
+
1
×
7
x
=
7^{x+1}\times7^x=
7
x
+
1
×
7
x
=
Video Solution
Solution Steps
00:00
Simplify the following problem
00:03
According to the laws of exponents, the multiplication of powers with equal bases (A)
00:07
equals the same base raised to the sum of the exponents (N+M)
00:11
We will apply this formula to our exercise
00:15
We'll maintain the base and add the exponents together
00:23
This is the solution
Answer
7
2
x
+
1
7^{2x+1}
7
2
x
+
1
More Questions
Multiplication of Powers
Reduce the Expression: 8^(3x) × 8^(3y) × 8^(2y+x)
Simplify the Expression: 6^a × 6^4a Using Laws of Exponents
Simplify the Expression: 5^2 × 5^a × 5^3 Using Exponent Rules
Simplify the Expression: 7^(x+a) × 7^a × 7^x
Related Subjects
Multiplying Exponents with the Same Base
Question Types
Multiplication of Powers: Applying the formula
Multiplication of Powers: Variables in the exponent of the power