If y varies directly as x and y=60 when x=12, find y if x=35

Answer: y=175

Step-by-step explanation: y&x

y=kx

(Where k is a constant)

When y=60, x=12 ... we have

60=12k

Divide both side by 12

12k/12=60/12

k=5

Equation becomes y=5k

Finding y when x=35

y=5 (35)

y=175

y = 175

Step-by-step explanation:

Case condition: y ∝ x

∴ y = 60 when x = 12

y = ? when x = 35

since the relationship is direct, then use cross multiplication method.

60 = 12

? = 35

Therefore,

? x 12 = 35 x 60

? x 12 = 2100

divide through by 12 to make '?' the subject

? = 2100/12

? = 175

Therefore Y = 175 when x = 35