Finddistance between point A (a,0) andB(0, a)

1.	Finddistance between point A (a,0) andB(0, a)
Answer» <U>━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━ ${ \bold { \underline{\large{Given : - }}}} \:$ ❍ Point A(a,0) and B(0,a). Values that we have :- • $\sf{x_{1}\:=\:a}$ • $\sf{x_{2}\:=\:0}$ • $\sf{y_{1}\:=\:0}$ • $\sf{y_{2}\:=\:a}$ ${ \bold { \underline{\large{To \: Find : - }}}} \:$ ❍ Distance between point A and B. ${ \bold { \underline{\large{Solution : - }}}} \:$ Formula that we will use :- ${\red\bigstar\:{ \boxed { \bold {\green{Distance\:Formula\:\leadsto\:\sqrt{(x_{2}\:-\:x_{1})^2\:+\:(y_{2}\:-\:y_{1})^2}}}}}} \:$ So, let's put all values in formula !! ➱ $\tt{\sqrt{(0\:-\:a)^2\:+\:(a\:-\:0)^2}}$ ➱ $\tt{\sqrt{(-a)^2\:+\:(a)^2}}$ ➱ $\tt{\sqrt{a^2\:+\:a^2}}$ ➱ $\tt{\sqrt{2a^2}}$ ➱ $\tt{\sqrt{2\:\times\:a\:\times\:a}}$ ➱ $\tt{a\sqrt{2}}$ $\boxed {\frak {\therefore \purple {Distance\:between\:point\:A\:and\:B\:\leadsto\:a\sqrt{2}\:sq.units}}}\:\pink\bigstar$ ${ \bold { \underline{\large{NOTE : - }}}} \:$ •Dear user , if u are SITE (brainly.in) user. Then answer will be correctly displayed to you. •But if you uses the app, PLEASE swipe right of the SCREEN to see the full answer. ━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━

Answer»

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${ \bold { \underline{\large{Given : - }}}} \:$