21
To multiply exponents you basically add them like so... if it was 7 to the power of 2 and 7 to the power of 6 you just add them together and u would get 7 to the power of 8
17
The original number is 14.
Add.
There are no two real numbers that do, but two complex numbers do: (3.5 + i 3.5 √23) and (3.5 - i 3.5 √23) If you want them to add to 7 and multiply to -294, then the two real numbers -14 and 21 work. Or if you want them to add to -7 and multiply to -294, then the two real numbers 14 and -21 work. To add to -7 and multiply to 294, the following two complex numbers work: (-3.5 + i 3.5 √23) and (-3.5 - i 3.5 √23)
It means you need to multiply 7 by 14 and then add 1 to the answer.It means you need to multiply 7 by 14 and then add 1 to the answer.It means you need to multiply 7 by 14 and then add 1 to the answer.It means you need to multiply 7 by 14 and then add 1 to the answer.
The two numbers that add up to -5 and multiply to -14 are -7 and 2. When you add them together, -7 + 2 equals -5, and when you multiply them, -7 * 2 equals -14.
-19
The two numbers that add to 7 and multiply to 294 are 14 and -7. This is because 14 + (-7) = 7 and 14 * (-7) = -98, which does not satisfy the multiplication requirement. However, the correct approach involves solving the equations formed by these conditions, leading us to the correct pairs. The actual numbers that meet both conditions are 14 and -7.
17
28
To multiply exponents you basically add them like so... if it was 7 to the power of 2 and 7 to the power of 6 you just add them together and u would get 7 to the power of 8
First, multiply the original number by 10. Then multiply the original number by 2. Add the two answers that you got and you have just multiplied by 12. For Example: 7x12=(7x10)+(7x2) 70+14 84
If you've written that correctly, there aren't two whole numbers that satisfy those conditions. -7 and 14 multiply to -98 but add up to 7.
17
The original number is 14.
It would be 14. 7 x 2 = 14. 2 is the smallest integer you can multiply 7 by to get a number that is factorable by 2.