Rosa says she can break this array(6 rows,8 in each row) into 3 different sets of two smaller arrays.Is Rosa correct.Explain
1 answer:
Answer:
Rosa is correct
Step-by-step explanation:
Rosa has array (6 rows and 8 columns). She can break this array into two smaller arrays in such ways:
- 1st array
(5 rows and 8 columns) and 2nd array
(1 row and 8 columns);
- 1st array
(4 rows and 8 columns) and 2nd array
(2 rows and 8 columns);
- 1st array
(3 rows and 8 columns) and 2nd array
- 1st array
(6 rows and 1 column) and 2nd array
(6 rows and 7 columns);
- 1st array
(6 rows and 2 columns) and 2nd array
(6 rows and 6 columns);
- 1st array
(6 rows and 3 columns) and 2nd array
(6 rows and 5 columns);
- 1st array
(6 rows and 4 columns) and 2nd array
So, there are even more than 3 different ways.
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Answer:
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Step-by-step explanation:
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Answer: First option.
Step-by-step explanation:
<h3> The missing picture is attached.</h3><h3></h3>You can use these methods to solve a System of Equations and find the value of the variables:
A. Substitution method.
B. Elimination method.
In this case, given the following System of equations:
The most efficient method to solve it is the Substitution Method. The procedure is:
Step 1: Solve for one of the variables from the most convenient equation.
Step 2: Make the substitution into the other equation and solve for the other variable in order to find its value.
Step 3: Substitute the value obtained into the equation from Step 1 and evaluate, in order to find the value of the other variable.
Based on this, you can identify that first step to solve the given System of equations, is solving for "x" from the second equation:
