Answer:
We all know that product of means = product of extremes
Step-by-step explanation:
ATQ
x = unknown number/3rd term
78*7=x*42
so product of 1 and 4 term = 546
so 3 term = 544/42(2nd term)
=13
Ans - the second term is equal to 13
ChatGPT 3.5
User
the first second and fourth term of proportion are 7,42 and 78 respectively. Find the way 3rd Term.
ChatGPT
If the first, second, and fourth terms of a proportion are
ab, and d espectively, the third term
c can be found using the formula:
ac=bd.
First term a = 7
second term b =42
fourth term d =78
Let's solve for the third term c:
ac=bd
Substitute the given values:
7c=42×78
Now, solve for
c:=42×78 /7
Telegram Channels. ..Calculating this gives us:
�
=
468
c=468
Copyright © 2024 EHUB.TIPS team's - All rights reserved.
Answers & Comments
Verified answer
Answer:
We all know that product of means = product of extremes
Step-by-step explanation:
ATQ
x = unknown number/3rd term
78*7=x*42
so product of 1 and 4 term = 546
so 3 term = 544/42(2nd term)
=13
Ans - the second term is equal to 13
Answer:
ChatGPT 3.5
User
the first second and fourth term of proportion are 7,42 and 78 respectively. Find the way 3rd Term.
ChatGPT
If the first, second, and fourth terms of a proportion are
ab, and d espectively, the third term
c can be found using the formula:
ac=bd.
Step-by-step explanation:
First term a = 7
second term b =42
fourth term d =78
Let's solve for the third term c:
ac=bd
Substitute the given values:
7c=42×78
Now, solve for
c:=42×78 /7
Telegram Channels. ..Calculating this gives us:
�
=
468
c=468