Correct option is D
Mean = 161
Median = 161.5
Mode = 3 × Median − 2 × Mean
= 3 × 161.5 − 2 × 161
= 484.5 − 322
= 162.5
In a moderately asymmetrical series, the values of arithmetic mean and median are 161 and 161.5 respectively. What is the value of the mode?
Mean = 161
Median = 161.5
Mode = 3 × Median − 2 × Mean
= 3 × 161.5 − 2 × 161
= 484.5 − 322
= 162.5
Ramesh gets a discount of 30% on his purchase bill of Rs.9100. What is the total discount he got? (In Rs)
If the arithmetic mean of 13 observations 511, 512, 514, 505, 513, 507, 509, 504, 512, 513, X, 507, 511 is 492. Find the value of "X" in the observations.
The average weight of 263 fertilizer bags is 63 kg. If the weight of the box(in which the fertilizer bags are kept) is included, the calculated average weight per fertilizer bag will increase by 0.8 kg. What is the weight of the box? (In kg)
In a moderately asymmetrical series, the values of arithmetic mean and median are 161 and 161.5 respectively. What is the value of the mode?
If A x B implies A2 + B2, AYB implies A2 - B2, AZB implies (A + B)2, AMB implies (A - B)2, calculate the value of (373)M(413) :
Suggested Test Series
Suggested Test Series