SQUARE ROOTS/CUBE ROOTS
What is the square of 5
What is 25
DESCRIBE HOW TO APPLY THE PRODUCT RULE.
WHEN MULTIPLYING WITH THE SAME BASE, KEEP THE BASE AND ADD THE EXPONENTS.
In scientific notation, the format is a × 10n, where "a" is a number between these two values.
What is 1 and 9.99
Simplify (x2)3
What is x6
Simplify (2×103)×(4×102) in scientific notation
What is 8×105
What is the square root of 64
What is 8
When multiplying two terms with the same base, this is what you do to their exponents
What is add the exponents
Scientific notation is commonly used in physics to express this
What is extremely large and small quantities
Simplify a3⋅a4
What is a7
Simplify (6×106) / (2×102) in scientific notation
What is 3 × 104
What is the cube of 4
What is 64
o simplify a fraction with the same base in the numerator and denominator, you use this operation on the exponents
What is subtract the exponents
Express 5,000 in scientific notation
What is 5 × 103
Simplify y5 / y2
What is y3
Simplify (8×10-4)×(3×107) in scientific notation
What is 2.4 x 104
What is the cube root of 125
What is 5
This rule states that a negative exponent turns the base into this
What is the reciprocal
Convert 3.2 × 10-4 to standard form
What is 0.00032
Simplify 1 / z-4
What is z4
Simplify (10 × 106) / (40 × 102) in scientific notation
What is 2.5 x 103
What is the square root of (32 × 42)
What is 12
Any non-zero base raised to the zero power equals this.
What is one
In scientific notation, if you move the decimal point 3 places to the right to express a number between 1 and 10, this happens to the exponent
What is subtract 3 from the exponent
Simplify (4x3y-2)2
What is 16x6y-4 or 16x6 / y4
Simplify in scientific notation
((2×108)×(5×10-3)) / (4×102)
What is 2.5×103