Call the unknown number n. Then, from the problem statement, {4[(n + 7 - 2) - n]} - 2 = 18. This is always true because [(n + 7 - 2) - n] is simply 5.
3.75 and the word is subtract, not substract.
The sAme you started with.
122. Subtract 10% from C. Multiply times 2. Add 32. Works on any number. 50 -5*2+32=122
add (+) subtract (-) multiply (x) divide ( / ) and power. To power a number you the number, how about 2, and raise it to another number, let's go with 4. so it would be 2^4, which is equivalent to 2x2x2x2 (There are four 2's
Using algebra the number works out as 25
2 and 5 if you multiply them. 50 and 5 if you divide them. 5 and 5 if you add them. 15 and 5 if you subtract them.
its 3
7
34?
-6
Call the unknown number n. Then, from the problem statement, {4[(n + 7 - 2) - n]} - 2 = 18. This is always true because [(n + 7 - 2) - n] is simply 5.
-19
3.75 and the word is subtract, not substract.
365 would be next because you multiply the last number by three then subtract one.
The sAme you started with.
You have a number of choices, including: -- Add -32 -- Subtract +32 -- Multiply by 1/2 -- Divide by 2 -- Raise 64 to the 5/6 power