Question

Solve for the unknown value using the equation for the constant of proportionality, y x = k .Known Values​ Unknown Value​
k
=
1
.
5
k=1.5 and
x
=
50
x=50
y
=
y=

k
=
1
4
k=14 and
y
=
3
3
4
y=334
x
=
x=

k
=
1
2
k=12 and
x
=
2
4
5
x=245
y
=
y=

k
=
16
k=16 and
y
=
38
y=38
x
=
x=

Answer 1

Answer with Step-by-step explanation:

Since we have given that

k = 1.5 and x = 50

So, the value of y would be

$\dfrac{y}{x}=k\\\\\dfrac{y}{50}=1.5\\\\y=50\times 1.5\\\\y=75$

k = 14 and y = 334

So, the value of x would be

$\dfrac{334}{x}=14\\\\\dfrac{334}{14}=x\\\\x=23.85$

k = 12 and x = 245

So, the value of y would be

$\dfrac{y}{x}=12\\\\\dfrac{y}{245}=12\\\\y=245\times 12\\\\y=2940$

k = 16, y = 38

$\dfrac{y}{x}=16\\\\\dfrac{38}{x}=16\\\\\dfrac{38}{16}=x\\\\2.375=x$