Marnie solved the proportion StartFraction 150 over 170 EndFraction = StartFraction x over 510 EndFraction to find the value of x in the enlarged parallelogram.
A smaller parallelogram has a bottom side length of 170 centimeters and left side length of 150 centimeters. A larger parallelogram has a bottom side length of 510 centimeters and left side length of x centimeters.
Not drawn to scale
What is the value of x?
Answers
Answer:
Start by doing 510 divided by 170 = 3
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or {150}{170} ={x}{510}
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or {150}{170} ={x}{510} 170
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or {150}{170} ={x}{510} 170150
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or {150}{170} ={x}{510} 170150
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or {150}{170} ={x}{510} 170150 =
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or {150}{170} ={x}{510} 170150 = 510
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or {150}{170} ={x}{510} 170150 = 510x
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or {150}{170} ={x}{510} 170150 = 510x
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or {150}{170} ={x}{510} 170150 = 510x
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or {150}{170} ={x}{510} 170150 = 510x Cross multiply and get
Start by doing 510 divided by 170 = 3Then take that number (3) and multiply it by 150450 = x or {150}{170} ={x}{510} 170150 = 510x Cross multiply and get76500 = 170x76500=170x
{76500}{170} = {170x}{170}
76500}{170} = {170x}{170} 170
76500}{170} = {170x}{170} 17076500
76500}{170} = {170x}{170} 17076500
76500}{170} = {170x}{170} 17076500 =
76500}{170} = {170x}{170} 17076500 = 170
76500}{170} = {170x}{170} 17076500 = 170170x
76500}{170} = {170x}{170} 17076500 = 170170x
76500}{170} = {170x}{170} 17076500 = 170170x
76500}{170} = {170x}{170} 17076500 = 170170x 450 = x450=x
Answer: