Asked by Paige
Joe weighs 30 lbs less than twice ken's weight. If ken gains 10 pounds then together they would weigh 250 pounds. How much does each of them weigh? let x be ken's weight.
my work: 2x - 30 = j
x+ 10 + J = 250
and now im stuck, can someone show me how to find their weight and solve these equations cause im confused, thanks :)
my work: 2x - 30 = j
x+ 10 + J = 250
and now im stuck, can someone show me how to find their weight and solve these equations cause im confused, thanks :)
Answers
Answered by
Danni
combine your equations:
x+10+2x-30=250
then
3x-20=250
then
3x=270
then
x=90
Ken weighs 90 and Joe weighs 150
x+10+2x-30=250
then
3x-20=250
then
3x=270
then
x=90
Ken weighs 90 and Joe weighs 150
Answered by
Steve
well, since x+10+j = 250
x = 240-j
plug that into the other equation and you have
2(240-j) - 30 = j
480 - 2j - 30 = j
450 = 3j
j = 150
so, x = 240-150 = 90
x = 240-j
plug that into the other equation and you have
2(240-j) - 30 = j
480 - 2j - 30 = j
450 = 3j
j = 150
so, x = 240-150 = 90
Answered by
Paige
Thank you so much :)
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