Raising Scientific Notation to a Power — Rules & Examples
Read this topicExplanations 3
- (Video) Raising Scientific Notation to a Power by TN Learn TN Learn has a good video that explains raising a number in scientific notation to a power. This topic combines order …
By Ben Ferrara, Alex Federspiel, Amy Feraco, Jonathan Heller, Joshua Siktar
- Raising Constants, Monomials, and Scientific Notation to a Power Raising a scientific notation to a power is similar to raising a number to a power. For example: (32)4=33×4=312(…
By Christine, Jonathan Heller, Alex Federspiel, Joshua Siktar
- Raising to a Power in Scientific Notation\textbf{Raising to a Power in Scientific Notation}Raising to a Power in Scientific Notation Example Walk Through (2×106)3\large{\large{(…
By Christine, Jonathan Heller, Alex Federspiel, Caroline K, Joshua Siktar
Problems 25
- The radius of the earth is 6.38×1036.38\times 10^36.38×103 km. The volume of a sphere is 43πr3\frac{4}{3}\pi r^334πr3. What is the volume of the earth in km3?\text{km}^3?km3?
- What is (3×104)3(3\times 10^4)^3(3×104)3 in scientific notation?
- What is (1.2×108)−2(1.2\times 10^8)^{-2}(1.2×108)−2 in scientific notation?
- What is (2×10−2)−5(2\times 10^{-2})^{-5}(2×10−2)−5 in scientific notation?
- What is (3×102⋅2×103)4(3\times 10^{2}\cdot 2\times 10^{3})^{4}(3×102⋅2×103)4 in scientific notation?
- What is (0.3×105)−3(0.3\times 10^5)^{-3}(0.3×105)−3 in scientific notation?
- The radius of a gold atom is 0.135×10−90.135\times 10^{-9}0.135×10−9 m. The surface area of a sphere is 4πr2{4}\pi r^24πr2. What is the surface area of a gold atom in square met…
- Simplify: (x⋅10n)a(x\cdot10^n)^a(x⋅10n)a
- Evaluate: (x∗10n)2(x*10^n)^2(x∗10n)2
- When raising a quantity in scientific notation to a power, you...
- When raising a quantity in scientific notation to a power,
- Evaluate: (2∗103)2(2*10^3)^2(2∗103)2
- Evaluate: (3×102)2(3 \times 10^2)^2(3×102)2
- Evaluate: (2∗102)3(2*10^2)^3(2∗102)3
- Evaluate: (3∗104)2(3*10^4)^2(3∗104)2
- If the length of one side of a square is 3.6∗1023.6*10^23.6∗102 millimeters, what is the area of the square in square millimeters? (Hint: the area of a square is equal to the sq…
- Manny is putting down carpet in a square room. If the length of one side of the room is 6.0∗1036.0*10^36.0∗103 millimeters, how many square millimeters of carpet does he need? (…
- Michael works for a governmental agency, making passwords for top-secret databases. Each character of the password can be any one of 2∗1032*10^32∗103 symbols. If the password is…
- Bert the Baker is an expert cupcake maker. His cupcake business has more color options than any other cupcake business in the world! If there are 4∗1054*10^{5}4∗105 color shades…
- NASA has just discovered a planet that has a mass equal to the mass of the Earth taken to the 333rd power. If the mass of the Earth is about 6×10246 × 10^{24}6×1024 kg, what is …
- What is the cubed root of 2.7∗10102.7*10^{10}2.7∗1010?
- What is the square root of 1.6∗10171.6*10^{17}1.6∗1017?
- What is the square of 4∗1034*10^34∗103?
- What is the cube of 2∗10−32*10^{-3}2∗10−3?
- What is 2.522.5^22.52? (Hint: 2.5=25×10−12.5 = 25\times 10^{-1}2.5=25×10−1.)