3.73*3.73*3.73+4.27*4.27*4.27/3.73*3.73-3.73*4.27+4.27*4.27
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Identity applied a^3 + b^3/ a^2 + b^2 - ab
a^3 + b^3 = ( a + b ) ( a^2 + b^2 - ab )
=(3.73)^3 + (4.27)^3/(3.73)^2 + (4.27)^2 - ( 3.73 × 4.27 )
=( 3.73 + 4.27 ) (3.73)^2 + (4.27)^2 - ( 3.73 × 4.27 )/(3.73)^2 + (4.27)^2 - ( 3.73 × 4.27 )
=( 3.73 + 4.27 )
= 8
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a^3 + b^3 = ( a + b ) ( a^2 + b^2 - ab )
=(3.73)^3 + (4.27)^3/(3.73)^2 + (4.27)^2 - ( 3.73 × 4.27 )
=( 3.73 + 4.27 ) (3.73)^2 + (4.27)^2 - ( 3.73 × 4.27 )/(3.73)^2 + (4.27)^2 - ( 3.73 × 4.27 )
=( 3.73 + 4.27 )
= 8
Hope that it Helps✌️✌️
Please mark me Brainliest
Pranav777:
check again
and mark me brainliest
diwesh
bro
see the new answer hope you have understand
understood
mark me brainliest when you understand any problem ask me
not add its multiple and the get 13.00
no bro this time i am 100% sure
check your reference book
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