A linear equations?dictionary=equation&did=431" onclick="getAsistant(this,event,431,'equation');return false;" style="color:#009000;">equation is an equations?dictionary=equation&did=431" onclick="getAsistant(this,event,431,'equation');return false;" style="color:#009000;">equation that represents a equations?dictionary=straight+line&did=367" onclick="getAsistant(this,event,367,'straight line');return false;" style="color:#009000;">straight line when graphed on a equations?dictionary=coordinate+plane&did=353" onclick="getAsistant(this,event,353,'coordinate plane');return false;" style="color:#009000;">coordinate plane. The general form of a linear equations?dictionary=equation&did=431" onclick="getAsistant(this,event,431,'equation');return false;" style="color:#009000;">equation in one variable is: y = mx + b, where y represents the dependent variable, x represents the independent variable, m is the equations?dictionary=slope&did=372" onclick="getAsistant(this,event,372,'slope');return false;" style="color:#009000;">slope, and b is the y-equations?dictionary=intercept&did=373" onclick="getAsistant(this,event,373,'intercept');return false;" style="color:#009000;">intercept.
The equations?dictionary=slope-intercept&did=693" onclick="getAsistant(this,event,693,'slope-intercept');return false;" style="color:#009000;">slope-intercept form of a linear equations?dictionary=equation&did=431" onclick="getAsistant(this,event,431,'equation');return false;" style="color:#009000;">equation is y = mx + b. The equations?dictionary=slope&did=372" onclick="getAsistant(this,event,372,'slope');return false;" style="color:#009000;">slope (m) represents the equations?dictionary=rate&did=561" onclick="getAsistant(this,event,561,'rate');return false;" style="color:#009000;">rate of change of the equations?dictionary=line&did=227" onclick="getAsistant(this,event,227,'line');return false;" style="color:#009000;">line, and the y-equations?dictionary=intercept&did=373" onclick="getAsistant(this,event,373,'intercept');return false;" style="color:#009000;">intercept (b) represents the equations?dictionary=point&did=284" onclick="getAsistant(this,event,284,'point');return false;" style="color:#009000;">point where the equations?dictionary=line&did=227" onclick="getAsistant(this,event,227,'line');return false;" style="color:#009000;">line intersects the y-axis.
The equations?dictionary=point&did=284" onclick="getAsistant(this,event,284,'point');return false;" style="color:#009000;">point-equations?dictionary=slope&did=372" onclick="getAsistant(this,event,372,'slope');return false;" style="color:#009000;">slope form of a linear equations?dictionary=equation&did=431" onclick="getAsistant(this,event,431,'equation');return false;" style="color:#009000;">equation is y - y1 = m(x - x1). This form is useful when you know the equations?dictionary=slope&did=372" onclick="getAsistant(this,event,372,'slope');return false;" style="color:#009000;">slope and a equations?dictionary=point&did=284" onclick="getAsistant(this,event,284,'point');return false;" style="color:#009000;">point on the equations?dictionary=line&did=227" onclick="getAsistant(this,event,227,'line');return false;" style="color:#009000;">line.
The standard form of a linear equations?dictionary=equation&did=431" onclick="getAsistant(this,event,431,'equation');return false;" style="color:#009000;">equation is Ax + By = C, where A, B, and C are equations?dictionary=constants&did=134" onclick="getAsistant(this,event,134,'constants');return false;" style="color:#009000;">constants. This form is useful for equations?dictionary=graphing&did=572" onclick="getAsistant(this,event,572,'graphing');return false;" style="color:#009000;">graphing and finding the x and y-equations?dictionary=intercepts&did=373" onclick="getAsistant(this,event,373,'intercept');return false;" style="color:#009000;">intercepts.
To graph a linear equations?dictionary=equation&did=431" onclick="getAsistant(this,event,431,'equation');return false;" style="color:#009000;">equation, you can use the equations?dictionary=slope-intercept&did=693" onclick="getAsistant(this,event,693,'slope-intercept');return false;" style="color:#009000;">slope-intercept form to identify the y-equations?dictionary=intercept&did=373" onclick="getAsistant(this,event,373,'intercept');return false;" style="color:#009000;">intercept and equations?dictionary=slope&did=372" onclick="getAsistant(this,event,372,'slope');return false;" style="color:#009000;">slope, or you can use the x and y-equations?dictionary=intercepts&did=373" onclick="getAsistant(this,event,373,'intercept');return false;" style="color:#009000;">intercepts if the equations?dictionary=equation&did=431" onclick="getAsistant(this,event,431,'equation');return false;" style="color:#009000;">equation is in standard form.
To solve a linear equations?dictionary=equation&did=431" onclick="getAsistant(this,event,431,'equation');return false;" style="color:#009000;">equation, you can use various methods such as equations?dictionary=substitution&did=577" onclick="getAsistant(this,event,577,'substitution');return false;" style="color:#009000;">substitution, equations?dictionary=elimination&did=578" onclick="getAsistant(this,event,578,'elimination');return false;" style="color:#009000;">elimination, or equations?dictionary=graphing&did=572" onclick="getAsistant(this,event,572,'graphing');return false;" style="color:#009000;">graphing. The goal is to isolate the variable (x or y) to find its value.
Remember to always check your equations?dictionary=solutions&did=432" onclick="getAsistant(this,event,432,'solution');return false;" style="color:#009000;">solutions by substituting the values back into the original equations?dictionary=equation&did=431" onclick="getAsistant(this,event,431,'equation');return false;" style="color:#009000;">equation to ensure they satisfy the equations?dictionary=equation&did=431" onclick="getAsistant(this,event,431,'equation');return false;" style="color:#009000;">equation.