Question

FIND THE MISSING TERM IN THE GIVEN PROPORTION.
8 : 5 = N : 15​

Answer 1

$\huge{\green{\underline{\underline{\mathfrak{Solution:}}}}}$

Given,

☞ 8:5 = N:15

$\boxed{\sf{Product\;of\;Means = Product\:of\;Extrems}}$

$→\;{\bf{5n = 8×15}}$

$→\;\Large{\bf{n = \frac{8×\cancel{15}}{\cancel{5}}}}$

$→\;{\bf{n = 8×3}}$

$→\;{\bf{n = 24}}$

◕➜ Option C. $\fbox\red{24}$

Hope It Helps You ✌️

Answer 2

Step-by-step explanation:

product of mean = 5×n

product of extreme = 8×15

5n = 8 × 15

n = 8 × 15/5

n = 8 × 3

n = 24