Find the greatest common factor of 15x 2 y 3 and -20x 3 yz.
2 answers:
Answer:
.
Step-by-step explanation:
We have been given two expressions and
. We are asked to find the greatest common factor of both terms.
We know that the greatest common factor of any two numbers or expression is a number that completely divides the numbers.
The GCF of coefficient is 5 as 5 is the greatest number that completely divides 15 and 20.
We can see that in , x is raised to 2nd power and y is raised to 3rd power, while in
, x is raised to 3rd power and y is raised to 1st power.
The greatest common factor (algebraic) of and
is
.
Therefore, the greatest common factor of and
is
.
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Answer:
Ryan planted more maple trees than Kioshi.
Step-by-step explanation:
Given:
Total number of tress planted by Ryan = 125
Percent of maples tree planted by Ryan = 28%
Total number of tress planted by Kioshi = 125
We need to find who planted more maple trees.
Solution:
First we will find the number of maple tree planted by Ryan.
So we can say that;
the number of maple tree planted by Ryan is equal to Percent of maples tree planted by Ryan multiplied by Total number of tress planted by Ryan and then divided by 100.
framing in equation form we get;
the number of maple tree planted by Ryan =
Hence Ryan planted 35 maple trees on the tree farm.
Now we will find number of maple tree planted by Kioshi.
But Given:
or every maple trees there are four pine trees
Let the number of maple tree planted by Kioshi be 'x'.
Number of pine trees =
Now we know that;
Total number of tress planted by Kioshi is equal to sum of Number of pine trees and number of maple tree.
framing in equation form we get;
Dividing both side by 5 we get;
Hence Kioshi planted 25 maple trees in the park.
So we can say that.
Ryan planted more maple trees than Kioshi.