Answer and Explanation:1 Asyvaries directly as the square root ofx, we have: y=kx Whenx=81,y=49. So, $$\begin{align} 49&=k\sqrt{81}\49&=9k\... Learn more about this topic: Directly Proportional | Meaning, Equation & Examples ...
You probably know that 6 ∗ 6 = 36. It follows that 6 is the square root of 36. The square root of a quantity is the number that multiplied by itself equals that quantity. Answer and Explanation: The square root of 12 can be represented in one of two ways: ...
What Times What Equals 6600Simplified Equations Finding the simplied form of fractional number. 74/170 Simplified 4/146 Simplified 80/855 Simplified 17/299 SimplifiedDecompose Fraction Decompose the following fractions and finding unit fraction notations. Decompose 6/54 Decompose 4/8 Decompose 3/24 Dec...
What is the square root of 121? Ask yourself, “what value, when multiplied by itself, results in 121?” The answer is 11, because 11 times 11 equals 121. Finding the Cube Root To find the cube root of a number, ask yourself, “what value, when multiplied by itself three times, ...
Oh, dude, you're hitting me with some math vibes here. So, the number that times itself times itself equals 15 is technically the cube root of 15. It's like finding the secret sauce to a math problem, but hey, now you know!
Answer and Explanation: A fair number cube is a cube with six sides, each containing a different number. If you've ever played a board game, then it is likely that you've... Learn more about this topic: Random Sampling Definition, Types & Examples ...
<> Not equals < Less than <= Less than or equal to > Greater than >= Greater than or equal to && Boolean and || Boolean or *Boolean operators result always in a BigDecimal value of 1 or 0 (zero). Any non-zero value is treated as a _true_ value. Boolean _not_ is implemented ...
The square root of 9 is 3. It is also -3+3 and -3 both are.positive or negative three. because positive three squared is nine and negative three squared is nine.There are two square roots of 9. They aer +3 and -3.
For each we introduce a time cutoff supported on that equals on and obeys the usual derivative estimates in between (the time derivative of size for each ). Later we will prove the truncation estimate Assuming this estimate, then if we set , then using Lemma 9 in my paper and (6), ...
What is 49,500 in scientific notation? What is the highest counting number? What is one trillion in binary? How many digits are there in 2^100? How many digits 2 are there from 1 to 1000000? What is x if x cubed equals 3,000?