Home
Class 11
MATHS
Prove that (666 6)^2+(888 8)=4444 4....

Prove that `(666 6)^2+(888 8)=4444 4.` ``

Promotional Banner

Similar Questions

Explore conceptually related problems

Prove that (666...6)^(2)+(888dots8)=4444...4

Prove that (666 …. "to n digits")^(2) + (888 …. To n digits ) = (444 … to 2n digits ).

Show that (666 ...n "times")^(2) +(888.... N times) =(444.... 2n times).

Prove that 6^(1//2)xx6^(1//4)xx6^(1//8)oo=6.

Prove that 6^(1//2)xx6^(1//4)xx6^(1//8)oo=6.

Prove that 6^(1//2)xx6^(1//4)xx6^(1//8)oo=6.

Prove that 6^(1/2)xx6^(1/4)xx6^(1/8)...oo=6

Prove that: |(4,-8),(7,2)|=8|(5,4),(3,4)|

Prove that 6^(1//2)xx6^(1//4)xx6^(1//8)...oo=6.

Prove that 6^(1//2)xx6^(1//4)xx6^(1//8)...oo=6.