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1. If the mean of n observations x1,x2,x3....xn is x¯ then x1-x¯+x2-x¯+x3-x¯+...+xn-x¯=0. 2. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1+p, x2+p, x3+p, ..., xn+p is (x¯ + p). 3. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1-p, x2-p, x3-p, ..., xn-p is (x¯ − p). 4. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of px1, px2, px3, ..., pxn is px¯. 5. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1p, x2p, x3p, ..., xnp is x¯p. Explain in simple words? for Class 7 2025 is part of Class 7 preparation. The Question and answers have been prepared according to the Class 7 exam syllabus. Information about 1. If the mean of n observations x1,x2,x3....xn is x¯ then x1-x¯+x2-x¯+x3-x¯+...+xn-x¯=0. 2. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1+p, x2+p, x3+p, ..., xn+p is (x¯ + p). 3. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1-p, x2-p, x3-p, ..., xn-p is (x¯ − p). 4. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of px1, px2, px3, ..., pxn is px¯. 5. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1p, x2p, x3p, ..., xnp is x¯p. Explain in simple words? covers all topics & solutions for Class 7 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for 1. If the mean of n observations x1,x2,x3....xn is x¯ then x1-x¯+x2-x¯+x3-x¯+...+xn-x¯=0. 2. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1+p, x2+p, x3+p, ..., xn+p is (x¯ + p). 3. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1-p, x2-p, x3-p, ..., xn-p is (x¯ − p). 4. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of px1, px2, px3, ..., pxn is px¯. 5. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1p, x2p, x3p, ..., xnp is x¯p. Explain in simple words?.

Solutions for 1. If the mean of n observations x1,x2,x3....xn is x¯ then x1-x¯+x2-x¯+x3-x¯+...+xn-x¯=0. 2. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1+p, x2+p, x3+p, ..., xn+p is (x¯ + p). 3. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1-p, x2-p, x3-p, ..., xn-p is (x¯ − p). 4. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of px1, px2, px3, ..., pxn is px¯. 5. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1p, x2p, x3p, ..., xnp is x¯p. Explain in simple words? in English & in Hindi are available as part of our courses for Class 7. Download more important topics, notes, lectures and mock test series for Class 7 Exam by signing up for free.

Here you can find the meaning of 1. If the mean of n observations x1,x2,x3....xn is x¯ then x1-x¯+x2-x¯+x3-x¯+...+xn-x¯=0. 2. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1+p, x2+p, x3+p, ..., xn+p is (x¯ + p). 3. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1-p, x2-p, x3-p, ..., xn-p is (x¯ − p). 4. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of px1, px2, px3, ..., pxn is px¯. 5. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1p, x2p, x3p, ..., xnp is x¯p. Explain in simple words? defined & explained in the simplest way possible. Besides giving the explanation of 1. If the mean of n observations x1,x2,x3....xn is x¯ then x1-x¯+x2-x¯+x3-x¯+...+xn-x¯=0. 2. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1+p, x2+p, x3+p, ..., xn+p is (x¯ + p). 3. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1-p, x2-p, x3-p, ..., xn-p is (x¯ − p). 4. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of px1, px2, px3, ..., pxn is px¯. 5. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1p, x2p, x3p, ..., xnp is x¯p. Explain in simple words?, a detailed solution for 1. If the mean of n observations x1,x2,x3....xn is x¯ then x1-x¯+x2-x¯+x3-x¯+...+xn-x¯=0. 2. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1+p, x2+p, x3+p, ..., xn+p is (x¯ + p). 3. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1-p, x2-p, x3-p, ..., xn-p is (x¯ − p). 4. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of px1, px2, px3, ..., pxn is px¯. 5. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1p, x2p, x3p, ..., xnp is x¯p. Explain in simple words? has been provided alongside types of 1. If the mean of n observations x1,x2,x3....xn is x¯ then x1-x¯+x2-x¯+x3-x¯+...+xn-x¯=0. 2. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1+p, x2+p, x3+p, ..., xn+p is (x¯ + p). 3. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1-p, x2-p, x3-p, ..., xn-p is (x¯ − p). 4. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of px1, px2, px3, ..., pxn is px¯. 5. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1p, x2p, x3p, ..., xnp is x¯p. Explain in simple words? theory, EduRev gives you an ample number of questions to practice 1. If the mean of n observations x1,x2,x3....xn is x¯ then x1-x¯+x2-x¯+x3-x¯+...+xn-x¯=0. 2. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1+p, x2+p, x3+p, ..., xn+p is (x¯ + p). 3. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1-p, x2-p, x3-p, ..., xn-p is (x¯ − p). 4. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of px1, px2, px3, ..., pxn is px¯. 5. If the mean of n observations x1,x2,x3....xn is x¯ then the mean of x1p, x2p, x3p, ..., xnp is x¯p. Explain in simple words? tests, examples and also practice Class 7 tests.