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An abstract representation to visualize a mathematical problem. Conceptually depict a variable 'x,' a plus sign and letter 'b' inside a circle, which indicates a bracket in mathematics. This circle is placed inside a rectangle to represent the term 'a.' Nearby, an equals sign and the letter 'c.' On a row below, show the same visual components but this time with a highlighted plus sign connecting 'a' and 'b,' and the rectangle around 'x' and 'b' both, symbolizing expansion. The equals sign and 'c' repeat. An arrow pointing to another row depicts dividing the formula by 'a.' The last row visualizes the final rearranged formula 'ax=c/a+b.' Ensure the image is neat and attractive.

a(x+b)=c by making x the subject of the formula.

ax+ab=c
divide both sides by an
a(x+b)÷ab=c ÷ a+b
ax=c/a+b

ax + ab = c agree so far but

ax = c-ab
x = (c-ab)/a
or
x = c/a - b

a/x + b=c make a d subject of the formula

X= c-b/a

Mathematic

ax+b=x make a subject of formula

ax+ab=c ax=c-ab x=(c-ab)/a

djcjfd dc

how to do this bro i need it for my hw help

a(x+b)=c

Make x the subject of the formular a(x+b)=c