the ratio of 1st p terms of two ap series are 4p+16: 7p-17 what is the ratio of their 6th terms
Options
A 1
B 15/43
C 59/160
D non of these
Answers
If four quantities are in proportion, then Product of Means = Product of Extremes.
If four quantities are in proportion, then Product of Means = Product of Extremes.In the proportion a:b::c:d, we have bc = ad
If four quantities are in proportion, then Product of Means = Product of Extremes.In the proportion a:b::c:d, we have bc = adIf a:b::c:x, x is called the fourth proportional of a, b, c.
If four quantities are in proportion, then Product of Means = Product of Extremes.In the proportion a:b::c:d, we have bc = adIf a:b::c:x, x is called the fourth proportional of a, b, c.a/b = c/x or, x = bc/a
If four quantities are in proportion, then Product of Means = Product of Extremes.In the proportion a:b::c:d, we have bc = adIf a:b::c:x, x is called the fourth proportional of a, b, c.a/b = c/x or, x = bc/aIf two numbers are in a:b ratio and the sum of these numbers is x, then
If four quantities are in proportion, then Product of Means = Product of Extremes.In the proportion a:b::c:d, we have bc = adIf a:b::c:x, x is called the fourth proportional of a, b, c.a/b = c/x or, x = bc/aIf two numbers are in a:b ratio and the sum of these numbers is x, thennumbers will be ax/(a+b) and bx/(a+b) respectively
If four quantities are in proportion, then Product of Means = Product of Extremes.In the proportion a:b::c:d, we have bc = adIf a:b::c:x, x is called the fourth proportional of a, b, c.a/b = c/x or, x = bc/aIf two numbers are in a:b ratio and the sum of these numbers is x, thennumbers will be ax/(a+b) and bx/(a+b) respectivelyIf three numbers are in the ratio a:b:c and the sum of these numbers is x, then
If four quantities are in proportion, then Product of Means = Product of Extremes.In the proportion a:b::c:d, we have bc = adIf a:b::c:x, x is called the fourth proportional of a, b, c.a/b = c/x or, x = bc/aIf two numbers are in a:b ratio and the sum of these numbers is x, thennumbers will be ax/(a+b) and bx/(a+b) respectivelyIf three numbers are in the ratio a:b:c and the sum of these numbers is x, thenthese numbers will be ax/(a+b+c), bx/(a+b+c) and cx/(a+b+c) respectively
If four quantities are in proportion, then Product of Means = Product of Extremes.In the proportion a:b::c:d, we have bc = adIf a:b::c:x, x is called the fourth proportional of a, b, c.a/b = c/x or, x = bc/aIf two numbers are in a:b ratio and the sum of these numbers is x, thennumbers will be ax/(a+b) and bx/(a+b) respectivelyIf three numbers are in the ratio a:b:c and the sum of these numbers is x, thenthese numbers will be ax/(a+b+c), bx/(a+b+c) and cx/(a+b+c) respectivelyThe ratio of two numbers is a : b. If n is added to each of these numbers, the ratio becomes c : d.
If four quantities are in proportion, then Product of Means = Product of Extremes.In the proportion a:b::c:d, we have bc = adIf a:b::c:x, x is called the fourth proportional of a, b, c.a/b = c/x or, x = bc/aIf two numbers are in a:b ratio and the sum of these numbers is x, thennumbers will be ax/(a+b) and bx/(a+b) respectivelyIf three numbers are in the ratio a:b:c and the sum of these numbers is x, thenthese numbers will be ax/(a+b+c), bx/(a+b+c) and cx/(a+b+c) respectivelyThe ratio of two numbers is a : b. If n is added to each of these numbers, the ratio becomes c : d.The two numbers will be given as an(c-d)/(ad-bc) and b