How many cookies will tony have if he bakes 10 batches more than ten maximum number of batches in the table

70+14 x 7 =168 :-]  :-]  :-]

Given the equation:

              .....[1]

where,

y represents the total number of cookies  and

x represents the number of batches bake.

From the statement:

we have;

x = 5

Substitute in [1] we have;

Therefore, 160 cookies will tony have if he bakes 5 more batches

replace x with 5

y=90+14(5)

14*5 =70

90+70 =160

y=160

he will have 160 cookies

replace x with 5

y=90+14(5)

14*5 =70

90+70 =160

y=160

 he will have 160 cookies

si

Step-by-step explanation:

since for every one batch there is increasement of 18 cookies so 10 more batches are added so

12 + 10 = 22 total batches and the no. or cookies

306 + 10×18

306 + 180

486

so he will have 486 cookies idk what he will do with that much of cookies but he probably end up with diabetes

Depends on how many are in the batch

He will have 160 because in this equation you are solving for total cookies at the end of cooking or y. And since he's making 5 batches then x=5 so

Y=90+14(x)=

Y=90+14(5)

14(5)=7

Y=90+70

Y=160 cookies

Hope I could help:)

How many did he have at first.

So, you have to plug 5 into the equation.                                                              So 14*5 = 70                                                                                                          Then you add 90                                                                                                     90 + 70= 160 cookies