The perfect square can be expressed as {eq}N^{2p} {/eq} and the perfect cube can be expressed as {eq}N^{3q}. {/eq}Where {eq}N,\ p\ and \ q {/eq} are natural numbers.Answer and Explanation: A number can be a squared number and also a cubed number in either...
7.Approximately rectangular and equilateral in cross section:a square house. 8.Characterized by blocklike solidity or sturdiness. 9.Honest; direct:a square answer. 10.Just; equitable:a square deal. 11.Having all accounts settled; even:I paid what I owed you, so we're square. ...
Real numbers are a set all the numbers that can quantify real physical quantities such as temperature, length, mass, etc. They are nothing but the combination of all the rational and irrational numbers.Answer and Explanation: Real numbers are numbers that contain both ratio...
Answer and Explanation: ±π. The square root (√) of a numberais numberbso thatb2=a; in other words, a numberbwhose square (the result of multiplying... Learn more about this topic: Negative Square Root | Definition & Examples
All integer solutions (M, a, c) to the problem of the sums of NI consecutive cubed integers (a + i)(3) (a > 1, 0 <= i <= M 1) equaling squared integers c(2) are found by decomposing the product of the difference and sum of the triangular numbers of (a + M - 1) and ...
All integer solutions ( M , a , c ) to the problem of the sums of M consecutive cubed integers ( a + i ) 3 ( a > 1 , 0 ≤ i ≤ M − 1 ) equaling squared integers c 2 are found by decomposing the product of the difference and sum of the triangular numbers of ( a + ...
All integer solutions $\left(M,a,c\right)$ to the problem of the sums of $M$ consecutive cubed integers $\left(a+i\right)^{3}$ ($a>1$, $0\leq i\leq M-1$) equaling squared integers $c^{2}$ are found by decomposing the product of the difference and sum of the triangular ...
All integer solutions ( M , a , c ) to the problem of the sums of M consecutive cubed integers ( a + i ) 3 ( a > 1 , 0 ≤ i ≤ M − 1 ) equaling squared integers c 2 are found by decomposing the product of the difference and sum of the triangular numbers of ( a + ...