Concept:Solve the simultaneous equations by substitution, then find the value of 7x−10.Explanation:Given the equations:2x+y=7 ... (1)3x−2y=3 ... (2)From equation (1), express y in terms of x:y=7−2xSubstitute y=7−2x into equation (2):3x−2(7−2x)=3Expand the bracket:3x−14+4x=3Combine like terms:7x−14=3Add 14 to both sides:7x=17Now, the question asks by how much 7x is greater than 10.So compute 7x−10:7x−10=17−10=7Answer:7Therefore, the correct option is C.