Question

Construct a quadrilateral swim in which wi 6.5 cm si=sm=5cm im =4cm and wm=9 cm . measure the fourth side​

Answer 1

$SWIM$ is the required quadrilateral.

Step-by-step explanation:

Given,

Construct a quadrilateral $SWIM$ in which $WI= 6.5\ cm$,$Si=SM=5\ cm,IM=4\ cm\ and\ WM=9\ cm$

Following steps:

• Draw a line segments  $WI= 6.5\ cm$ using scale.
• $W$ as center and $9\ cm$ as radius draw an arc.
• $I$ as center and $4\ cm$ as radius draw an arc which cuts the before arc at $M$
• $M$ as center and $5\ cm$ as radius draw an arc.
• $I$ as center and $5\ cm$ as radius draw an arc which intersect the before arc at $S$
• Join $MI,WM,SM,SI\ and\ SW$  
• Measure the line $SW$

Hence, $SWIM$ is the required quadrilateral.

Answer 2

Answer:

Given,

Construct a quadrilateral SWIMSWIM in which WI= 6.5\ cmWI=6.5 cm ,Si=SM=5\ cm,IM=4\ cm\ and\ WM=9\ cmSi=SM=5 cm,IM=4 cm and WM=9 cm

Following steps:

Draw a line segments  WI= 6.5\ cmWI=6.5 cm using scale.

WW as center and 9\ cm9 cm as radius draw an arc.

II as center and 4\ cm4 cm as radius draw an arc which cuts the before arc at MM

MM as center and 5\ cm5 cm as radius draw an arc.

II as center and 5\ cm5 cm as radius draw an arc which intersect the before arc at SS

Join MI,WM,SM,SI\ and\ SWMI,WM,SM,SI and SW  

Measure the line SWSW

Hence, SWIM is the required quadrilateral.

Step-by-step explanation:

I hope it helps.