Fourth Power in a sentence
Synonym: exponentiation, power.
Meaning: The result of a number multiplied by itself four times; significant in mathematics.
(1) The fourth power of 1 is 1.
(2) The fourth power of 0 is 0.
(3) The fourth power of 3 is 81.
(4) The fourth power of 4 is 256.
(5) The fourth power of 5 is 625.
(6) The fourth power of 7 is 2401.
(7) The fourth power of 9 is 6561.
(8) The fourth power of 6 is 1296.
(9) The fourth power of 8 is 4096.
(10) The fourth power of 7 is 2,401.
Fourth Power sentence
(11) The fourth power of 6 is 1,296.
(12) The fourth power of 9 is 6,561.
(13) The fourth power of 11 is 14641.
(14) The fourth power of 12 is 20736.
(15) The fourth power of 13 is 28561.
(16) The fourth power of 14 is 38416.
(17) The fourth power of 15 is 50625.
(18) The fourth power of 16 is 65536.
(19) The fourth power of 17 is 83521.
(20) The fourth power of 0 is also 0.
Fourth Power make sentence
(21) The fourth power of 10 is 10,000.
(22) The fourth power of 12 is 20,736.
(23) The fourth power of 11 is 14,641.
(24) The fourth power of 15 is 50,625.
(25) The fourth power of 14 is 38,416.
(26) The fourth power of 16 is 65,536.
(27) The fourth power of 13 is 28,561.
(28) The fourth power of 17 is 72,289.
(29) The fourth power of 20 is 160,000.
(30) The fourth power of 25 is 390,625.
Sentence of fourth power
(31) The fourth power of 18 is 104,976.
(32) The fourth power of 22 is 234,256.
(33) The fourth power of 19 is 130,321.
(34) The fourth power of 21 is 194,481.
(35) The fourth power of 23 is 279,841.
(36) The number 2 raised to the fourth power is 16.
(37) The result of raising 1 to the fourth power is 1.
(38) The result of raising 0 to the fourth power is 0.
(39) The number 2 raised to the fourth power equals 16.
(40) The fourth power of a negative fraction is positive.
Fourth Power meaningful sentence
(41) The fourth power of a negative cube root is negative.
(42) The fourth power of a positive cube root is positive.
(43) The fourth power of a whole number is always an integer.
(44) The term biquadrate refers to the fourth power of a number.
(45) The fourth power of any positive number is always positive.
(46) Biquadrates are numbers that are raised to the fourth power.
(47) The fourth power of a prime number is not necessarily prime.
(48) The fourth power of a negative number is always positive as well.
(49) Raising a fraction to the fourth power can result in a smaller value.
(50) The biquadratic equation involved both square and fourth power terms.
Fourth Power sentence examples
(51) The fourth power of any number is always greater than or equal to zero.
(52) The concept of the fourth power is often used in mathematical equations.
(53) The fourth power of a cube is obtained by multiplying it by itself twice.
(54) When you raise a negative number to the fourth power, it becomes positive.
(55) The fourth power of a polynomial can be expanded using the binomial theorem.
(56) The result of raising a number less than 1 to the fourth power is even smaller.
(57) The fourth power of a matrix involves multiplying it by itself three more times.
(58) The result of raising a number greater than 1 to the fourth power is always larger.
(59) The result of multiplying a number by itself four times is known as the fourth power.
(60) The fourth power of a constant is always the same constant raised to the fourth power.
Sentence with fourth power
(61) The fourth power of a quadratic equation can be obtained by multiplying it by itself twice.
(62) The fourth power of a variable can be simplified by multiplying it by itself three more times.
(63) The fourth power of a complex number can be expressed in terms of its real and imaginary parts.
(64) The fourth power of a logarithm can be calculated by multiplying it by itself three more times.
(65) To calculate the area of a square, you need to raise the length of one side to the fourth power.
(66) The fourth power of a decimal number can be obtained by multiplying it by itself three more times.
(67) The fourth power of a square root can be simplified by multiplying the number inside the root by itself twice.
(68) The fourth power of a function can be expressed as the composition of the function with itself three more times.
(69) The fourth power of a fraction can be calculated by raising both the numerator and denominator to the fourth power.
(70) The fourth power of a trigonometric function can be obtained by raising it to the second power and then squaring the result.
(71) The fourth power of a rational number can be expressed as a fraction with the numerator and denominator raised to the fourth power.
(72) The fourth power of a geometric sequence can be calculated by raising the common ratio to the fourth power and multiplying it by the first term.
Fourth Power meaning
Fourth power is a mathematical term that refers to raising a number to the power of four. In other words, it involves multiplying a number by itself four times. This concept is commonly used in various mathematical equations and calculations. To effectively use the phrase "fourth power" in a sentence, consider the following tips:
1. Define the term: When introducing the phrase "fourth power" in a sentence, it is essential to provide a clear definition.
For example, "The fourth power of a number is obtained by multiplying it by itself four times."
2. Mathematical context: Utilize the phrase in a mathematical context to demonstrate its application. For instance, "To solve this equation, we need to raise the variable to the fourth power."
3. Real-life examples: Connect the concept of the fourth power to real-life scenarios to make it more relatable. For instance, "The strength of a car engine can be measured by calculating its horsepower to the fourth power."
4. Comparisons: Use the phrase to compare different powers of a number.
For example, "The fourth power of 2 is 16, while the third power of 2 is only 8."
5. Exponential growth: Highlight the exponential growth associated with the fourth power. For instance, "Investments with a compounding interest rate can grow at an astonishing rate when raised to the fourth power."
6. Scientific applications: Discuss scientific applications where the fourth power is relevant.
For example, "In physics, the intensity of sound decreases as the distance from the source increases, following the inverse fourth power law."
7. Historical significance: Mention any historical significance or notable mathematicians associated with the concept of the fourth power. For instance, "The concept of raising numbers to the fourth power has been studied since ancient times, with mathematicians like Archimedes exploring its properties."
8. Practical calculations: Demonstrate how the fourth power can be used in practical calculations.
For example, "To calculate the area of a square, you need to multiply one side length by itself, and then raise the result to the fourth power."
9. Visual representations: Use visual aids or diagrams to illustrate the concept of the fourth power in a sentence. For instance, "The graph shows the exponential growth of population when the birth rate is raised to the fourth power."
10. Problem-solving: Incorporate the phrase into problem-solving scenarios to showcase its practical application.
For example, "To find the volume of a cube, you need to raise the length of one side to the fourth power." By following these tips, you can effectively incorporate the phrase "fourth power" into sentences, whether in mathematical discussions, scientific explanations, or everyday conversations.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Fourth Power. They do not represent the opinions of TranslateEN.com.