The classification of these numbers into smallest to greatest is -23, -√25, -1/3, 0, π, 4, √22, √400, 51.9, 2.8 * 10^3
<h3>How to classify these numbers into smallest to greatest?</h3>
To do this, we simply evaluate the number expressions
√22 = 4.690
π = 3.142
0 = 0
51.9 = 51.9
√400 = 20
-1/3 = -0.333
-√25 = -5
-23 = -23
4 = 4
2.8 * 10^3 = 2800
Next, we rearrange the numbers from the smallest to greatest
-23 = -23
-√25 = -5
-1/3 = -0.333
0 = 0
π = 3.142
4 = 4
√22 = 4.690
√400 = 20
51.9 = 51.9
2.8 * 10^3 = 2800
So, the classification of these numbers into smallest to greatest is -23, -√25, -1/3, 0, π, 4, √22, √400, 51.9, 2.8 * 10^3
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A) a scattershot graph is a good choice for this data because it’s easier for estimation and reading , a scatershot graph is like a line graph but for equations where you don’t connect the line
Well diameter will be the diagnol of that square..
let side of square be x, then diagonal will be root2 * x = diameter
so, raidus will be = dia/ 2
= (root2 * x ) /2
Answer: 1.5
Step by step explain:
Answer:
Step-by-step explanation:
14=2×7
35=5×7
84=2×2×3×7
common in each=7
G.C.F.=7