M varies jointly as the square of n and square root of q....
M varies jointly as the square of n and square root of q. If M = 24 when n = 2 and q = 4, find M when n = 5, q = 9.
288
400
300
225
Correct answer is D
\(M ∝ n^2\sqrt{q}\)
\(M = Kn^2\sqrt{q}\)
K = \(\frac{M}{n^2\sqrt{q}}\)
K = \(\frac{24}{2^2\sqrt4}\)
k = \(\frac{24}{8} = 3\)
Now, let's find M when n = 5 and q = 9
M = \(Kn^2\sqrt{q}\)
M = \( 3\times5^2\sqrt9\)
\(M = 3\times25\times3\)
Therefore, M = 225.
Solve for y in the equation 10^1 x 5(2y - 2) x 4(y - 1) = 1...
The histogram shows the age distribution of members of a club. What is their modal age? ...
On a pie chart, there are four sectors of which three angles are 45°, 90° and 135&...
if tanθ = \(frac{3}{4}\), 180° < θ < 270°, find the value of cosθ....