What Is #y+3=7(x-2)# written in standard forma?
2 Answers
Explanation:
Standard form:
Note that
#y+3=7(x)+7(-2) " "" "" "" "# (distributive property)
#y+3=7x-14 " "" "" "" "" "" "color(white)"-."# (simplify)
#y=7x-14-3 " "" "" "" "" "" "color(white)"-."# (isolate the#y# )
#y=7x-17 " "" "" "" "" "" "" "" "# (simplify)
#-7x + y = -17 " "" "" "" "" "" "# (move the#x# term)
#7x - y = 17 " "" "" "" "" "" "" "" "# (multiply by#-1# )
Explanation:
Consider the
Multiply everything inside the brackets by 7
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Putting it all together
Subtract
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