1. Find the total surface area of a solid cylinder whose diameter of the base and the height are 14cm and 10cm respectively
Answers
Curved surface area of cylinder =2πrh
Curved surface area of cylinder =2πrhGiven, r=14 cm, π=
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 7
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722 and h=10 cm
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722 and h=10 cmCurved surface area of cylinder =2×
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722 and h=10 cmCurved surface area of cylinder =2× 7
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722 and h=10 cmCurved surface area of cylinder =2× 722
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722 and h=10 cmCurved surface area of cylinder =2× 722
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722 and h=10 cmCurved surface area of cylinder =2× 722 ×14×10
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722 and h=10 cmCurved surface area of cylinder =2× 722 ×14×10=44×2×10
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722 and h=10 cmCurved surface area of cylinder =2× 722 ×14×10=44×2×10=880 cm
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722 and h=10 cmCurved surface area of cylinder =2× 722 ×14×10=44×2×10=880 cm 2
Curved surface area of cylinder =2πrhGiven, r=14 cm, π= 722 and h=10 cmCurved surface area of cylinder =2× 722 ×14×10=44×2×10=880 cm 2