When 1187 is divided by 74, the quotient is 16 and the remainder is 3. Therefore, the remainder in question is 3.
The subject of your question is in the field of Mathematics, specifically arithmetic operations, and it pertains to division. When we divide 1187 by 74, we're interested in knowing not just the quotient (how many times 74 fits into 1187) but the remainder, which is what's left over when the division process is complete.
To find the answer, you could use a long division, or use a calculator. When you do the division, you get a quotient of 16 and a remainder of 3. This means that 74 goes into 1187 sixteen times with 3 left over. Therefore, the answer to your question is: the remainder when 1187 is divided by 74 is 3.
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How to solve
Answer:
x = 8.2
Step-by-step explanation:
Given
6.7x = 5.2x + 12.3 ( subtract 5.2x from both sides )
1.5x = 12.3 ( divide both sides by 1.5 )
x = 8.2
Answer:
8.2
Step-by-step explanation:
you cansolveitbychangingittostandardform
Thus,67×10^-1x=52×10^-1x+123×10^-1
group like terms.
67×10^-1x-52×10^-1x=123×10^-1
15×10^-1x=123×10^-1
dividethroughby15×10^-1
X=123×10^-1/15×10^-1
X=41/5
X=8.2
Y=-4x^2