Square roots of 1 to 200?

Square roots of 1 to 200?
by

1 Answer

Answer :

√1 = 1√4 = 2√9 = 3√16 = 4√25 = 5√36 = 6√49 = 7√64 = 8√81 = 9√100 = 10√121 = 11√144 = 12√169 = 13√196 = 14
by

Related questions

What are some practical uses for negative square roots?

Description : What are some practical uses for negative square roots?

Last Answer : It is used in electrical circuit calculations to describe “negative” electrical flow.

Find the square roots of the following using division method

Description : Find the square roots of the following using division method

Last Answer : Find the square roots of the following using division method A. 390625 B. 4489 C. 3249 D. 529

What is the square roots from 100 to 300?

Description : What is the square roots from 100 to 300?

Last Answer : Every number from 100 to 300 is a square root - of somenumber.

Who developed a mechanical device in the 17th century that could add, subtract, multiple, divide and find square roots? A) Napier B) Babbage C) Pascal D) Leibniz

Description : Who developed a mechanical device in the 17th century that could add, subtract, multiple, divide and find square roots? A) Napier B) Babbage C) Pascal D) Leibniz

Last Answer : Answer : D

Who developed a mechanical device in the 17th century that could add, subtract, multiple, divide and find square roots? a. Napier b. Babbage c. Pascal d. Leibniz

Description : Who developed a mechanical device in the 17th century that could add, subtract, multiple, divide and find square roots? a. Napier b. Babbage c. Pascal d. Leibniz

Last Answer : d. Leibniz

Who developed a mechanical device in the 17th century that could add, subtract, multiple, divide and find square roots? a. Napier b. Babbage c. Pascal d. Leibniz

Description : Who developed a mechanical device in the 17th century that could add, subtract, multiple, divide and find square roots? a. Napier b. Babbage c. Pascal d. Leibniz

Last Answer : d. Leibniz

How many square numbers between 101 and 200?

Description : How many square numbers between 101 and 200?

Last Answer : They are: 121, 144, 169 and 196 which makes four of them

The slenderness ratio of a vertical column of a square cross-section of 2.5 cm sides and 300 cm length, is (A) 200 (B) 240 (C) 360 (D) 416

Description : The slenderness ratio of a vertical column of a square cross-section of 2.5 cm sides and 300 cm  length, is  (A) 200  (B) 240  (C) 360  (D) 416

Last Answer : (D) 416

A thin, flat & square plate measuring 2 m × 2 m is freely hanging in ambient air at 25°C. It is exposed to the solar radiation falling on one side of the plate at the rate of 500 W/m2. The plate temperature will remain constant at 30°C, if the convective heat transfer co-efficient is __________ W/m2 °C. (A) 50 (B) 100 (C) 150 (D) 200

Description : A thin, flat & square plate measuring 2 m 2 m is freely hanging in ambient air at 25°C. It is exposed to the solar radiation falling on one side of the plate at the rate of 500 W/m2. The plate temperature will ... heat transfer co-efficient is __________ W/m2 °C. (A) 50 (B) 100 (C) 150 (D) 200

Last Answer : (B) 100

The slenderness ratio of a vertical column of a square cross-section of 2.5 cm sides and 300 cm length, is (a) 200 (b) 240 (c) 360 (d) 416

Description : The slenderness ratio of a vertical column of a square cross-section of 2.5 cm sides and 300 cm length, is (a) 200 (b) 240 (c) 360 (d) 416

Last Answer : (d) 416