Web19 nov. 2024 · "I think of a number, take away 1 and multiply the result by 3." Please answer See answers Advertisement Advertisement Averysmartperson Averysmartperson I'm guessing this is multiple choice but the formatting of the question is a bit hard to understand. write it algebraically as 2x. WebAnswer (1 of 4): “I think of a number”. x. “Then I multiply it by 2, then I add 1.” 2x+1. “Then, I divide the answer by 3, and I add 2.” (2x+1)/3+2. “Is my final answer equal to the number I thought of at the beginning?” If so, then x=(2x+1)/3+2 x-2=(2x+1)/3 3x-6=2x+1 x=7 Your final answe...
I am thinking of a number. If I add 4, then multiply by 5, then
WebThe wordly statement “Thinking of a number, adding 4, then multiplying by 5, subtracting 9, then dividing by 3, and subtracting 1 to make 6” can be denoted by: m+4×5–9/3–1=6. … WebMultiply by 2: 2 (x+4) = 2x + 8 Subtract 6: 2x + 2 Divide by 2: x + 1 Subtract the number you started with: 1 The above should show you how the answer is always one. The numbesr you first start with is manipulated so that it … ruberslaw parish church
I think of a number (say x ), multiply it by 4 and 5 , divide the ...
Web.multiply it by 4 .subtract 2 .add 1 Your number was”¦ So if the final number was 19 first you would need to subtract 1. That would equal to 18. Then you would need to add 2, which would equal to 20. And [finally] you would need to divide it by 4. This equals to 5 so the first number would be 5. Federico from Humanitree used algebra: Subtract 10 Web10 x 2 = 20 20 - 4 = 16 16 $\div$ 2 = 8 8 - 3 = 5 Shao from The Australian International School in Malaysia”¨ wrote: You think of a starting number. For example, 45. When you add 3, you have your original number plus 3. In this case, 48. When you double it, you have twice your original number plus 6. In this case, 96. WebI think of a number (say x ), multiply it by 4 and 5 , divide the result by 2 , take away the number I first thought of and I get the answer as 18 . The number I first thought of is. rubert and guamis vs. smith 11 phil. 138