linear equations
x+8y=10
3x+2y=6
4/2x+3/7y=10
x+4y=5
linear inequalities
2x-7y≥7
2y+x>2
-y+3x<5
x+y≤7
7x+35y>5
x≤4y+3
1. How do you describe the mathematical statement in each basket?
2. How do you differentiatex + 8y from x + 8y = 10?
3. How do you differentiate mathematical expressions from mathematical
equations?
4. How do you differentiatelinear equations in two variables from linear
inequalities in two variables?
5. Give at least 2 examples of linear equations in two variables and linear
inequalities in two variables.
x+8y=10
3x+2y=6
4/2x+3/7y=10
x+4y=5
linear inequalities
2x-7y≥7
2y+x>2
-y+3x<5
x+y≤7
7x+35y>5
x≤4y+3
1. How do you describe the mathematical statement in each basket?
2. How do you differentiatex + 8y from x + 8y = 10?
3. How do you differentiate mathematical expressions from mathematical
equations?
4. How do you differentiatelinear equations in two variables from linear
inequalities in two variables?
5. Give at least 2 examples of linear equations in two variables and linear
inequalities in two variables.
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Answer:
1.The first basket It contains linear equations because they do not have a inequality symbols
The other basket it contains Linear inequalities because it has inequality symbols.
2.x + 8y is an expression while x + 8y = 10 is an equation.
3.An expression is a combination of numbers, variables, and symbols to be calculated. An equation contains expressions that are separated by an equals sign. An equation is the combination of two expressions that are separated by an equals sign.
4.. Linear equations, on the other hand, include a solid line in every situation.The graph of linear inequalities include a dashed line if they are greater than or less than but not equal to
5. EXAMPLE OF LINEAR EQUATION
10x+4y = 3
-x+5y = 2
EXAMPLE OF LINEAR INEQUALITIES
y ≤ 32x + 3
y < 2x - 1
Step-by-step explanation:
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