what is 2+2x(23/45)/23?
the answer would simply be
2(x+45) over 45
also what is the answer to this i need credit and my teacher will give me it if i can answer. "To establish rigorously and with an exact determination of the limits of their validity those geometrical numbers which Schubert especially has determined on the basis of the so-called principle of special position, or conservation of number, by means of the enumerative calculus developed by him.
Although the algebra of today guarantees, in principle, the possibility of carrying out the processes of elimination, yet for the proof of the theorems of enumerative geometry decidedly more is requisite, namely, the actual carrying out of the process of elimination in the case of equations of special form in such a way that the degree of the final equations and the multiplicity of their solutions may be foreseen."
2+2x(23/45)/23
= 2 + 2x(1/45)
= 2 + (2/45)x
To find the value of the expression 2 + 2 × (23/45) ÷ 23, we need to follow the order of operations known as PEMDAS (Parentheses, Exponents, Multiplication and Division from left to right, and Addition and Subtraction from left to right).
First, evaluate any expressions within parentheses:
2 + 2 × (23/45) ÷ 23
= 2 + 2 × 0.5111111111111111 ÷ 23
Next, perform any multiplication and division from left to right:
= 2 + 1.0222222222222222 ÷ 23
= 2 + 0.04443982300884956
Finally, perform any addition and subtraction from left to right:
= 2.0444398230088496
Therefore, the value of the expression 2 + 2 × (23/45) ÷ 23 is approximately 2.0444.