Question

the diagonal of a square full answer with language
$10 \sqrt{2}$
cm find its perimeter and area​

Answer 1

diagonal of square is 10√2

diagonal of square is 10√2 diagonal = √2 length

diagonal of square is 10√2 diagonal = √2 length 10√2=√2length

diagonal of square is 10√2 diagonal = √2 length 10√2=√2length 10 √2 ÷√2 = length

diagonal of square is 10√2 diagonal = √2 length 10√2=√2length 10 √2 ÷√2 = length length = 10 cm / m

diagonal of square is 10√2 diagonal = √2 length 10√2=√2length 10 √2 ÷√2 = length length = 10 cm / m perimeter = 4a (a = length)

diagonal of square is 10√2 diagonal = √2 length 10√2=√2length 10 √2 ÷√2 = length length = 10 cm / m perimeter = 4a (a = length)=4×10= 40 cm / m

diagonal of square is 10√2 diagonal = √2 length 10√2=√2length 10 √2 ÷√2 = length length = 10 cm / m perimeter = 4a (a = length)=4×10= 40 cm / marea = a^2

diagonal of square is 10√2 diagonal = √2 length 10√2=√2length 10 √2 ÷√2 = length length = 10 cm / m perimeter = 4a (a = length)=4×10= 40 cm / marea = a^2 area = 10 ^2

diagonal of square is 10√2 diagonal = √2 length 10√2=√2length 10 √2 ÷√2 = length length = 10 cm / m perimeter = 4a (a = length)=4×10= 40 cm / marea = a^2 area = 10 ^2 = 100 cm /m