If b is the mean proportion between a and c, then the mean proportion between (a² + b²) and (b² + c²) is:
a(b + c)
b(a + c)
c(a + b)
none of these

Question

If b is the mean proportion between a and c, then the mean proportion between (a^2 + b^2) and (b^2 + c^2) is equal to :(a) a^4 (b) b^4 (c) a^2 (d) b^2

KnowledgeBoat · Accepted Answer

Since b is the mean proportion between a and c, Solving, Hence, option 2 is the correct option.

Mathematics

If b is the mean proportion between a and c, then the mean proportion between (a^2 + b^2) and (b^2 + c^2) is equal to :(a) a^4 (b) b^4 (c) a^2 (d) b^2

Ratio Proportion

Related Questions

If b is the mean proportion between a and c, then the mean proportion between (a² + b²) and (b² + c²) is:
a(b + c)
b(a + c)
c(a + b)
none of these

Mathematics

If b is the mean proportion between a and c, then the mean proportion between (a^2 + b^2) and (b^2 + c^2) is equal to :(a) a^4 (b) b^4 (c) a^2 (d) b^2

Ratio Proportion

Related Questions

If b is the mean proportion between a and c, then the mean proportion between (a2 + b2) and (b2 + c2) is:a(b + c)b(a + c)c(a + b)none of these

If b is the mean proportion between a and c, then the mean proportion between (a² + b²) and (b² + c²) is:
a(b + c)
b(a + c)
c(a + b)
none of these