yikes000
Although large mammals like elephants and whales tend to live longer than small ones like mice, larger breeds of dogs have shorter life spans, on average, than smaller breeds. A researcher studying the relationship between average body mass and average life span in breeds of dogs concluded that, for every 2 kilograms of body mass, life span is 1 month less. According to this conclusion, the average life span of a breed with an average body mass of x kg is y months less than the average life span of a breed with an average body mass of 10 kg.
Select for x and for y values that are jointly consistent with the information provided. Make only two selections, one in each column.
Need more Tests to Practice?
GMAT Club Tests give expert solutions for every question in full and sectional GMAT Focus mocks.
Learn more →
Initial few statements are given to minimise the valuable time of yours on the D day.
Let’s jump into the crux directly.
Average body mass and average life span is related, but with an inverse relationship.
For, 2 Kg = drop is 1 month
Let’s focus on the last line alone.
For, 10 Kg = ?
By unitary method, ? = (10*1)/2 = 5 month.
So, we have now two data’s,
2 Kg. ————- 1 month
10 kg. ————- 5 month.
And, in question we are given x kg. So, let’s fix it in the equation.
2 Kg. ————- 1 month
x kg. ————- a month
10 kg. ————- 5 month.
given that : “
the average life span of a breed with an average body mass of x kg is y months less than the average life span of a breed with an average body mass of 10 kg.“
y = a - 5 From this two equations, we get
2 Kg. ————- 1 month
x kg. ————- a month
a = (x*1)/2
a= x/2Substitute in y = a-5, we get
y = (x/2) - 5
x = 2y+10 If y = 10, then x =30