Exponentiation - practice problems
If n is a positive integer and x is any real number, then x^n corresponds to repeated multiplication x^n=x×x×⋯×x (n times). We can call this “x raised to the power of n,” “x to the power of n,” or simply “x to the n.” Here, x is the base, and n is the exponent or the power.Exponents, also known as powers, are values that show how many times to multiply a base number by itself. For example, 23 is telling you to multiply two by itself three times.
Exponents and powers.
Number of problems found: 257
- Value
Find the value of the expression: 6!·10-3 - Compare:
What is bigger? ... - One half
One half of 2 75 is: ... - Expression: 3895
Specify the value of the expression: (27^-1) · 9³ - What is 14
What is (-2)4× 34? - Evaluation
What is the result of the example (811/4): 4? - Roots
Calculate the square root of these numbers: - Is equal
Is it equal following terms? -9 21 = (-9) 21 - Calculate 3884 Calculate the ratio of the two fifth roots of the number 32.
- Subtract then square If a = 8, then (5-a)² =
- Tenth member
Calculate the tenth member of the geometric sequence when given: a1=1/2 and q=2 - Equation
How many real roots have equation x³=x? - Determine 4083
Determine the sum of complex numbers: 2i² + 2i4 - Expression: 3761
Specify the value of the expression: 1^-4:2^-3 - Determine 3743
Determine the result of the example: 9²: 3- 4 - Determine 3736
Determine the result: 3³:34 - Exponential 8360
Solve the exponential equation: 8 raised to x = 40 - Quadruple 5477
A quadruple number from 2 to 17 is a number? - Expression: 4100 Specify the value of this expression: (2^-7) · 1012
- Expression: 4005
Specify the value of this expression: 214: 218.
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