Respuesta :
The speed of the growth will be equal to the distance travelled divided by time taken. Therefore, because 6-2 = 4 and 114 - 38 = 76, it increases by 76 centimetres every 4 weeks. The speed of growth is therefore 76 divided by 4 = 19.
So, every week it grows roughly 19 centimetres. To find out how much it grows in 3 1/2 weeks, simply multiply 19 by 3 1/2 which gives 66.5 cm.
The answer is C, 66.5 cm.
So, every week it grows roughly 19 centimetres. To find out how much it grows in 3 1/2 weeks, simply multiply 19 by 3 1/2 which gives 66.5 cm.
The answer is C, 66.5 cm.
Using direct variation formulas, y = k*x where y = 38 and x = 2.
k, the constant of direct variation here is 19 (38/2)
The formula for the sunflower growth is:
y = 19*x where x is the number of weeks and y is the height
At 3 1/2 weeks or 3.5 weeks, y = 19 * 3.5 = 66.5 cm height
Answer: C) 66.5 cm
k, the constant of direct variation here is 19 (38/2)
The formula for the sunflower growth is:
y = 19*x where x is the number of weeks and y is the height
At 3 1/2 weeks or 3.5 weeks, y = 19 * 3.5 = 66.5 cm height
Answer: C) 66.5 cm