Let's solve 95 times 37 using the standard multiplication method. We'll break this down into manageable steps by multiplying 95 by each digit of 37 separately, then adding the results together.
Step one: multiply 95 by the units digit of 37, which is 7. We can break this down as 90 times 7 plus 5 times 7, which equals 630 plus 35, giving us 665. This is our first partial product.
Step two: multiply 95 by the tens digit of 37, which is 3, representing 30. We calculate 95 times 30, which equals 95 times 3 times 10, giving us 285 times 10, which equals 2850. This is our second partial product.
Step three: add the two partial products together. We add 665 plus 2850, which equals 3515. Therefore, 95 times 37 equals 3515. This completes our multiplication using the standard method.
To summarize, we solved 95 times 37 equals 3515 using the standard multiplication method. We broke it down as 95 times 7 plus 95 times 30, which gave us 665 plus 2850, equaling 3515. We can verify this is correct by dividing 3515 by either 37 or 95, which gives us the other factor.