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Sagot :
Approximately 8,912,000 monarch butterflies were at the site. By using powers of 10, I can conclude that doing 8,912 x 1000 would mean adding three zeros to 8,912, making 8,912,000. So, 8,912,000 would be the logical estimate.
The total number of the butterflies are [tex]\fbox{\bf8912000}[/tex].
Further explanation:
Given:
The number of monarch butterflies on one branch of a tree at a site in Mexico are 8912 and the total number of butterflies at the site are 1000 times as large.
Calculation:
Consider, the number of the butterflies on one branch of a tree at a site in Mexico as [tex]x[/tex] and total number of butterflies as [tex]y[/tex].
Since, the total numbers of butterflies at the site are 1000 times the number of the butterflies on one branch of a tree at a site in Mexico.
The total number of butterflies [tex]y[/tex] can be written as follows:
[tex]y=1000x[/tex] …… (1)
Substitute 8912 for [tex]x[/tex] in equation (1).
[tex]\begin{aligned}y&=1000\left( {8912}\right)\\&=8912000\\\end{aligned}[/tex]
Thus, the total numbers of the butterflies are [tex]\fbox{\bf8912000}[/tex].
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Answer Details :
Grade: Middle School .
Subject: Mathematics .
Chapter: linear equation.
Keywords:
Lines, equation, monarch butterfly, x=2y, function, substitution, Mexico, site, direct substitution, elimination, graph, middle term factorization, fraction.
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