Math problems ( I was never good with math ) HELP Please

[tabitha26]

My son is good at math but he doesn't understand this problem . I really don't get it neither math was never my thing .( Please don't say anything rude )

[Andrewsmom70]

Left side should equal right side.

5x12= (5x1) + (3x4) could be one answer

[Andrewsmom70]

10x6= (1x10) + (2x3)

10x6= (2x5) + (1x6)

they can have several answers as long as the left side of the  = the right side

[tabitha26]

Quoting Andrewsmom70:

Left side should equal right side.

5x12= (5x1) + (3x4) could be one answer

thank you

[we-r-up-to-4]

Were the 5 on the right reprinted on there? (I'm mobile and its hard to tell)

[MonarchMom22]

I believe you need to fill in 2 numbers that together = 12

5 x 12 = (5 x 2) + (5 x 10)    this will balance the equation as

5 x 12= 60   |   5 x 2 = 10 and 5 x 10 = 50    |   10 + 50 = 60

[mommy053008]

No idea here is a bump

[mom22tumblebugs]

 This...

Quoting MonarchMom22:

I believe you need to fill in 2 numbers that together = 12

5 x 12 = (5 x 2) + (5 x 10)    this will balance the equation as

5 x 12= 60   |   5 x 2 = 10 and 5 x 10 = 50    |   10 + 50 = 60

 He has to figure out what two math facts added together equal the total on the left side of the equal sign.

[DrDoofenshmirtz]

Several of hte above answers are not what the skill is looking for.  It is using the break apart method, so the same first number must be in both of the parentheses and then you ''break apart" the 2nd number into a sum that makes it easier to calculate

5 x 12 =(5x10) + (5x2)

10 x 6 = (10 x 5) + (10 x 1)

 

[zoo003]

5 x 12 = (5 x 6) + (5 X 6 )   (both sides equal 60)

10 x 6 = (3 X 10) + (3 X 10)  (both sides equal 60)

8 x 7 = (2 X 14 ) + (2 X 14)  (both sides equal 56)

6 X 8 = (12 X 2) + (12 X 2)  (both sides equal 48)

Quoting tabitha26: My son is good at math but he doesn't understand this problem . I really don't get it neither math was never my thing .( Please don't say anything rude )

 

[tabitha26]

Quoting we-r-up-to-4: Were the 5 on the right reprinted on there? (I'm mobile and its hard to tell)

yes they were already there .