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If the product of three numbers is 140 and two of the numbers are 2 and 10 What is the third number?
If the product of three numbers is 140, then we can write 140 as aXbXc. Let a be 10 and let b be 2. Then 140 equals 10X2Xc, or 7 equals c. Thus, the remaining number is 7.
What two numbers can you multiply to get 39?
Multiply to do 39 and + - to 1
How do you multiply two-digit numbers in a decimal?
To multiply two digit decimal numbers, multiply the numbers as you would without the decimals. To put the decimal in the answer, count the number of decimal places in the two numbers and put the decimal in the answer that many places to the left. For example: 5.12 x 6.35 = 32.5120. If the numbers were 51.2 x 63.5, the answer would be 3251.20.
What are the numbers when you add you get -3 when multiplied you get 40?
There are no two real numbers that do. Using complex numbers, these two do: (-3/2 + i√151/2) & (-3/2 - i√151/2) Two numbers that add to -3 and multiply to -40 are -8 & 5 Two numbers that add to 3 and multiply to -40 are 8 & -5 Two complex numbers that add to 3 and multiply to 40 are (3/2 + i√151/2) & (3/2 - i√151/2)
What two numbers can you multiply to get 83?
They are: 1*83 = 83
What are 2 numbers can you multiply to get 140?
280
What two numbers multiply to be 140?
70*2
What two numbers add up to -4 and multiply to -140?
-144
What two numbers multiply together to equal 140?
There are infinitely many pairs. The simplest is 1 and 140.
What two numbers multiply to -140 and add up to -31?
-171
What two numbers multiply to get 2700 and add to get 140?
2840
What three numbers do you multiply to get 140?
They are: 4*5*7 = 140
What three numbers multiply to make 140?
How about: 4*5*7 = 140
What two numbers multiply to 140?
There are five ways to get to 140: 70 and 2, 14 and 10, 28 and 5, 35 and 4, and 20 and 7.
What are 2 numbers to multiply to get 70?
140
When you multiply two numbers what do you get?
When you multiply two numbers, you get the product
What numbers can multiply to get 140?
(70,2)(35,4)(28,5)(20,7)(14,10)
